Technician B is correct
The location of a catalytic converter?The catalytic converter's location is crucial, and it should be as far away from the engine as feasible.
By transforming hazardous emissions from the engine into less damaging gases, the catalytic converter is in charge of lowering their levels. It is placed further away from the engine so that it can operate at high temperatures.
The catalytic converter could become overheated, lose efficiency, and even sustain damage if it is placed too close to the engine. In order to ensure the catalytic converter's good operation, it is best practice to position it far from the engine, as stated by Technician B.
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A customer has been following several investment company quotes in the newspaper. She notices that the GEM Fund has a net asset value (NAV) of $12 and a public offering price (POP) of $12.50, and that the ABC Fund has an NAV of $11.50 and a POP of $10.98. The customer should conclude that
The customer should conclude that the GEM Fund is being sold at a premium, as its POP is higher than its NAV. Conversely, the ABC Fund is being sold at a discount, as its POP is lower than its NAV.
The Net Asset Value (NAV) represents the value of a mutual fund's assets per share. It is calculated by dividing the total value of the fund's assets by the number of shares outstanding. The Public Offering Price (POP), on the other hand, is the price at which new shares of the mutual fund are being sold to investors.
In the given scenario, the GEM Fund has an NAV of $12 and a POP of $12.50. Since the POP is higher than the NAV, it indicates that investors are required to pay a premium of $0.50 per share to purchase the GEM Fund. This premium can be seen as an additional cost or fee associated with buying into the fund.
On the other hand, the ABC Fund has an NAV of $11.50 and a POP of $10.98. Here, the POP is lower than the NAV, suggesting that investors can purchase shares of the ABC Fund at a discount of $0.52 per share compared to its underlying asset value.
Therefore, based on the provided information, the customer can conclude that the GEM Fund is being sold at a premium, while the ABC Fund is being sold at a discount.
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Compute the expression
C(10,3)
Which equation is equivalent to 3 (x+2) =-7
Answer:
B. IS correct
Step-by-step explanation:
Answer:
last one option D
Step-by-step explanation:
Find the equation of the line that passes through the points (3, 4) and (-3, 2).
Answer:
y = -1/3x + 3
Step-by-step explanation:
The equation is y = mx + b
m = the slope
b = y-intercept
Slope = rise/run or (y2 - y1) / (x2 - x1)
Points (3, 4) and (-3, 2)
We see the y decrease by 2 and the x increase by 6, so the slope is
m = -2/6 = -1/3
The Y-intercept is located at (0, 3)
So, the equation is y = -1/3x + 3
c(n)=−9/2 (−4/3)^n−1
It seems that you have provided a sequence represented by the function c(n). The function is given as:
c(n) = (-9/2) * (-4/3)^(n-1)
This function represents a geometric sequence, where each term is obtained by multiplying the previous term by a constant ratio of -4/3.
The first term of the sequence (corresponding to n = 1) can be found by substituting n = 1 into the given function:
c(1) = (-9/2) * (-4/3)^(1-1)
= (-9/2) * (-4/3)^0
= (-9/2) * 1
= -9/2
Therefore, the first term of the sequence is -9/2.
To find subsequent terms, you can substitute different values of n into the function and evaluate the expression. Each term will be the previous term multiplied by -4/3.
For example, the second term (corresponding to n = 2) is:
c(2) = (-9/2) * (-4/3)^(2-1)
= (-9/2) * (-4/3)
= 18/2 * 4/3
= 36/6
= 6
So, the second term is 6.
Similarly, you can calculate other terms of the sequence by substituting different values of n into the function.
Please help
estimate the square root to the nearest (a) integer and (b) tenth.
The square root √335 to the nearest
(a) integer is 18(b) tenth is 18.3How to estimate the square root of the expressionFrom the question, we have the following parameters that can be used in our computation:
Expression = √335
Using a calculator, we have the following result
Expression = 18.3030052177
To the nearest (a) integer;
We estimate all numbers after the decimal point
So, we have
Estimation = 18
To the nearest (b) tenth;
We estimate all numbers behind the first digit after the decimal point
So, we have
Estimation = 18.3
Hence, the estimates are 18 and 18.3
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Question
Estimate the square root to the nearest (a) integer and (b) tenth.
√335
Suppose that a rank-k approximation, for some k, gives an acceptable approximation. how much data is needed to represent the rank-k approximation? your answer should be an expression in terms of k, m and n.
The expression in terms of k, m, and n that represents the amount of data needed to represent the rank-k approximation is:
Data needed = (m + n) * k + k
What is expression?
In mathematics, an expression is a combination of numbers, variables, operators, and mathematical symbols that represents a mathematical relationship or computation.
To represent a rank-k approximation of a matrix, we need to determine how much data is needed.
Let's consider a matrix A of size m x n, where m represents the number of rows and n represents the number of columns. The rank-k approximation of matrix A can be obtained by decomposing it using a technique such as Singular Value Decomposition (SVD) and then truncating the decomposition to keep only the k largest singular values and corresponding singular vectors.
In SVD, matrix A is decomposed as [tex]A = U\sum V^T[/tex], where U is an m x k matrix, Σ is a k x k diagonal matrix containing the singular values, and [tex]V^T[/tex] is the transpose of an n x k matrix.
To represent the rank-k approximation, we need to store the matrices U, Σ, and [tex]V^T[/tex].
The storage requirements for each of these matrices are as follows:
Matrix U: m x k matrix, which requires m * k data elements.
Matrix Σ: k x k diagonal matrix, which requires k data elements on the diagonal and zero elements elsewhere. Therefore, Σ requires k data elements.
Matrix [tex]V^T[/tex]: n x k matrix, which requires n * k data elements.
Therefore, the total amount of data needed to represent the rank-k approximation is given by:
Data needed = Data for U + Data for Σ + Data for [tex]V^T[/tex]
Data needed = m * k + k + n * k
Hence, the expression in terms of k, m, and n that represents the amount of data needed to represent the rank-k approximation is:
Data needed = (m + n) * k + k
Please note that this expression assumes that the data elements are represented in a standard numerical format that requires a fixed amount of memory per element. Actual storage requirements may vary depending on the specific implementation or data representation used.
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A student plays on a see-saw with her father. The student has a weight of 250 N and is seated 2.4 m from the axis of rotation. Her father balances her when he is seated 0.8 m from the axis. The father's weight is
Answer:
750 N
Step-by-step explanation:
As the seesaw is balanced, the torque on both ends must be equal.
Weight of the student is 250 N at 2.4 m from the axis
Let the father's weight be x N, at 0.8 m from the axis
= fd
So, 250 * 2.4 = 0.8 * x
Solving for x, the father's weight is 750 N
8-i/3-2i
If the expression above is written in the form a + bi, where a and b are real numbers, what is the value of a?
The value of a in the expression 8 - i/3 - 2i is 8.
To find the value of a, we need to simplify the expression by combining like terms.
First, let's deal with the complex numbers. We have -i/3 - 2i. To combine these terms, we can factor out the common factor of i:
-i/3 - 2i = i(-1/3 - 2)
Next, we can simplify the real numbers. -1/3 - 2 can be combined to give -7/3.
So, we have i(-7/3).
Finally, we can simplify the expression by multiplying i with -7/3:
i(-7/3) = -7i/3.
Therefore, the expression 8 - i/3 - 2i simplifies to 8 - 7i/3.
From this expression, we can see that the real part, a, is 8.
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When Q > K, the amount of products must _____ and the amount of reactants must _____ for equilibrium to be established. Thus, when Q > K, the reaction will proceed toward the _____ to establish equilibrium.
When Q > K, the amount of products must decrease and the amount of reactants must increase for equilibrium to be established. Therefore, the reaction will proceed in the reverse direction to establish equilibrium.
When discussing chemical reactions and equilibrium, the reaction quotient (Q) and equilibrium constant (K) play important roles.
The reaction quotient is calculated in the same way as the equilibrium constant, but it can be evaluated at any point during the reaction, not just at equilibrium.
If the reaction quotient, Q, is greater than the equilibrium constant, K (Q > K), it indicates that the system has an excess of products compared to what is required at equilibrium.
To establish equilibrium, the reaction needs to shift in the reverse direction to reduce the concentration of products and increase the concentration of reactants.
This shift occurs because the system seeks to minimize the imbalance caused by the excess of products.
By proceeding in the reverse direction, the reaction consumes some of the excess products and forms more reactants.
As reactants are consumed, their concentration increases, bringing the system closer to equilibrium. The reaction will continue to proceed in the reverse direction until Q becomes equal to K, indicating that the system has reached equilibrium.
In summary, when Q > K, the reaction will proceed toward the reverse direction to establish equilibrium by reducing the concentration of products and increasing the concentration of reactants.
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The final work breakdown structure (WBS) plan shows planned tasks, dependencies, durations, and resource assignments. It is denoted as
The completed work breakdown structure (WBS) and It is marked as follows: Baseline
A work breakdown structure (WBS) has been a diagram that depicts project elements. It additionally serves as a hierarchical and goal-oriented project.
It has a three-tiered work breakdown structure:
Deliverables that may nevertheless be broken down, Major deliverables We can delegate the project to the team to finish by the third level about deliverables.
This demonstrates how each of them is related to one another and to the overall project goals.
A Work Breakdown Structure (WBS) has become a hierarchical breakdown of the tasks that must be completed to complete a project. The work breakdown structure (WBS) "falls down" a project's structure through manageable deliverables.
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Via ultrasound, it is determined that a cat will have a litter containing 8 kittens. The sexes of the kittens are still unknown. Assume each kitten born has a 53% chance of being female. The random variable X = "the number of male kittens in the litter" has a Binomial distribution with n = 8 and p = 0.47. Determine the variance of the random quantity: 8X - 48. Var(8X - 48 ) = Round your answer to 2 decimal places
The variance of 8X - 48 is approximately 127.28.
What is the variance?
Variance provides a numerical value that indicates how far each data point in a dataset is from the mean (average) of the dataset. In other words, variance measures the average squared deviation of each data point from the mean.
Variance is denoted by the symbol σ^2 (sigma squared) for a population variance and s^2 for a sample variance.
The formula for variance of a population is:
[tex]\sigma^{2} =\frac{1}{N} \sum(x_{i}-\mu)^{2}[/tex])
where N is the number of data points, [tex]x_{i}[/tex] represents each individual data point, and μ is the population mean.
To determine the variance of the random quantity 8X - 48, where X is the number of male kittens in the litter, we need to use the properties of the binomial distribution.
Given that X follows a binomial distribution with parameters n = 8 (total number of kittens) and p = 0.47 (probability of a male kitten), we can calculate the variance of X using the formula for the binomial variance:
Var(X) = n * p * (1 - p)
Substituting the values, we have:
Var(X) = 8 * 0.47 * (1 - 0.47)
= 8 * 0.47 * 0.53
= 1.9888
Now, to find the variance of 8X - 48, we multiply the variance of X by the constant factor squared:
[tex]Var(8X - 48) = 8^2 * Var(X)[/tex]
= 64 * 1.9888
= 127.2832
Rounding to two decimal places, the variance of 8X - 48 is approximately 127.28.
Therefore, the variance of 8X - 48 is approximately 127.28.
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A square pyramid has a slant height of 18cm and a lateral area of 216.find the total surface area
Answer:
Step-by-step explanation:
d mkdm .,
Under President Eisenhower, the CIA ran covert operations in countries where the threat of communism seemed strong in order to convince citizens of those countries that communism had important weaknesses. convince citizens of those countries that communism had important weaknesses. overthrow anti-American leaders and replace them with pro-American leaders. overthrow anti-American leaders and replace them with pro-American leaders. protect the investments of American businesses. protect the investments of American businesses. provide those countries with financial aid and other incentives.
Under Eisenhower, CIA conducted covert operations against communism, promoting pro-American alignment through persuasion, overthrowing leaders, and aiding American business investments.
During President Eisenhower's tenure, the CIA conducted covert operations in countries where the perceived threat of communism was significant. These operations aimed to highlight the weaknesses of communism to the citizens of those nations, as well as to overthrow leaders who were anti-American and replace them with pro-American counterparts. Another objective was to safeguard the investments of American businesses operating in those countries. Additionally, the CIA sought to provide financial aid and other incentives to these nations.
These covert operations pursued a multifaceted approach to achieve their goals. By showcasing the shortcomings of communism, the CIA aimed to undermine its appeal and convince citizens that alternative systems, such as democracy or capitalism, were more advantageous. The covert operations involved various strategies, including propaganda campaigns, support for opposition groups, and, in some cases, direct intervention.
The overthrow of anti-American leaders and the installation of pro-American counterparts aligned with Eisenhower's Cold War policies, which sought to contain the spread of communism and promote American influence globally. Furthermore, protecting the investments of American businesses was crucial to ensuring economic stability and securing strategic resources.
Simultaneously, providing financial aid and other incentives to these nations aimed to foster economic development and stability, thereby encouraging them to align with American interests. Such aid could include infrastructure projects, trade agreements, and military assistance, among other forms of support.
In summary, under President Eisenhower, the CIA ran covert operations in countries threatened by communism to convince citizens of communism's weaknesses, overthrow anti-American leaders, protect American business investments, and provide financial aid and other incentives to promote pro-American alignment.
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A boy jumps from a wall 3 m high. What is an estimate of the change in momentum of the boy when he lands without rebounding
Estimated change in momentum of the boy after he lands without rebounding is equal to 0 kgm/s approximately.
Height of the wall = 3meters
To estimate the change in momentum of the boy when he lands without rebounding,
Use the principle of conservation of momentum.
The change in momentum of an object is equal to the product of its mass and the change in velocity.
Here, the boy's mass is not given, but we can assume it to be negligible compared to the change in velocity.
This implies, focus on the change in velocity alone.
When the boy jumps from a wall 3m high, he undergoes free fall due to gravity.
The final velocity of an object in free fall can be calculated using the equation,
v² = u² + 2as,
where,
v = final velocity (unknown)
u = initial velocity (0 m/s, as the boy jumps from rest)
a = acceleration due to gravity (-9.8 m/s²)
s = displacement (3 m, height of the wall)
Rearranging the equation, we get,
⇒ v² = 0 + 2(-9.8)(3)
⇒ v² = -58.8
⇒ v ≈ -7.67 m/s
Since the boy lands without rebounding, his final velocity is approximately -7.67 m/s,
Considering downward motion as negative.
The change in momentum can be calculated by multiplying the mass assumed to be negligible with the change in velocity,
⇒ Change in momentum = mass × change in velocity
⇒ Change in momentum ≈ 0 × (-7.67) kgm/s
⇒ Change in momentum ≈ 0 kgm/s
Therefore, the estimate of the change in momentum of the boy when he lands without rebounding is approximately 0 kgm/s.
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Fractional reserve bankiong refers to a banking system in which a. bank loans are less than bank reserves. b. bank reserves are only a fraction of required reserves. c. bank reserves are only a fraction of total deposits. d. bank deposits are less than bank reserves.
Fractional-reserve banking refers to a banking system in which bank reserves are only a fraction of total deposits. The correct option is (C)
Fractional reserve banking is a system in which banks only hold a fraction of the total deposits as reserves, while the rest is used for making loans. This means that bank reserves are only a fraction of the total deposits, with the remaining funds being lent out as loans. This practice allows banks to earn interest on the loans they make, but it also exposes them to risk if too many borrowers default on their loans. Overall, fractional reserve banking is defined as a system in which banks lend out more money than they hold in reserves, relying on the assumption that not all borrowers will default at the same time.
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I get 30% of 30% of a cake. How much (as a percentage) of the original cake did I end up with?
This type of research is intended to be carried out by any professional, in any type of school, to investigate a problem. The findings are limited in their generalizability. a. Historical research. b. Survey research. c. Action research. d. Ethnographic study.
The correct option is:
c. Action research
What type of research is conducted by professionals in any type of school to investigate a problem, with findings that may have limited generalizability?
The type of research conducted by professionals in any type of school to investigate a problem, with findings that may have limited generalizability, is known as action research.
c. Action research.
Action research is a type of research that is intended to be carried out by professionals in any type of school setting to investigate a specific problem or issue. The focus of action research is on practical solutions and making improvements within a particular context.
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Golf Realty let their real estate brokerage license lapse. All the sales associates working under Golf Realty continued to practice real estate for five months before the error was realized. What could each agent be charged with as a result
Each sales associate working under Golf Realty could potentially face charges related to practicing real estate without a valid license. If Golf Realty allowed their real estate brokerage license to lapse.
Real estate licensing is a legal requirement for individuals involved in real estate transactions, including sales associates. If Golf Realty allowed their real estate brokerage license to lapse and the sales associates continued to practice real estate without a valid license, they could be charged with unauthorized practice of real estate or a similar offense.
The specific charges and legal consequences may vary depending on the jurisdiction and applicable laws. In many jurisdictions, practicing real estate without a license is considered a serious offense as it undermines consumer protection and regulatory requirements. Penalties for unauthorized practice may include fines, license suspension or revocation, and potential civil liability for any harm caused to clients or parties involved in the transactions.
It is important for individuals working in the real estate industry to ensure that they maintain valid licenses and comply with all relevant regulations to avoid potential legal issues. If the sales associates were unaware of the lapsed license and can demonstrate good faith in their actions, it may be taken into consideration during any legal proceedings.
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The recommended daily requirement of calcium is 1000 mg. Tap water in a Midwestern city contains approximately 150 mg Ca/L. A person living in the city who drinks two liters of water in one day would receive __________ percent of his/her RDA of calcium.
A person living in a Midwestern city who drinks two liters of tap water containing 150 mg Ca/L would receive approximately 20% of their recommended daily requirement (RDA) of calcium.
The recommended daily requirement of calcium is 1000 mg, and the tap water in the Midwestern city contains approximately 150 mg of calcium per liter. If a person drinks two liters of water in one day, they would consume a total of 300 mg of calcium (150 mg/L * 2 L). To determine the percentage of their RDA, we can divide the amount of calcium obtained from the water (300 mg) by the recommended daily requirement (1000 mg) and multiply by 100.
Mathematically, it would be (300 mg / 1000 mg) * 100 = 0.3 * 100 = 30%. Therefore, a person living in the Midwestern city who drinks two liters of tap water would receive approximately 30% of their RDA of calcium. This means that drinking tap water alone would not fulfill their entire daily calcium requirement, and additional sources of calcium-rich foods or supplements may be necessary to meet their RDA.
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is x<5? (1) x2>5 (2)x2 x<5 astatement (1) alone is sufficient, but statement (2) alone is not sufficient. bstatement (2) alone is sufficient, but statement (1) alone is not sufficient. cboth statements together are sufficient, but neither statement alone is sufficient.
Based on the analysis, the correct answer is (E) Both statements together are not sufficient to determine if x < 5.
What is analysis?
Analysis refers to the process of breaking down complex topics, systems, or information into smaller components or elements in order to understand and study them in detail.
To determine whether x < 5 based on the given statements, let's analyze each statement separately:
Statement (1):[tex]x^2[/tex] > 5
From this statement, we know that the square of x is greater than 5. However, we cannot determine the sign of x itself. For example, x could be positive or negative, which would affect whether x is less than 5 or not. Statement (1) alone is not sufficient to determine if x < 5.
Statement (2): [tex]x^2[/tex] < 5
This statement tells us that the square of x is less than 5. Since the square of a number is always non-negative, this implies that x is either positive or negative, but not zero. However, we still cannot determine if x is less than 5 or not based on this statement alone. Statement (2) alone is not sufficient to determine if x < 5.
When we consider both statements together, we have the information that [tex]x^2[/tex] > 5 and [tex]x^2[/tex] < 5. These statements contradict each other, indicating that there is no consistent value of x that satisfies both conditions. Therefore, both statements together are not sufficient to determine if x < 5.
Based on the analysis, the correct answer is (E) Both statements together are not sufficient to determine if x < 5.
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the z value for a 97.8% confidence interval estimation is
The z value for a 97.8% confidence interval estimation is determined as 2.29.
What is the z value for a 97.8% confidence?The z value for a 97.8% confidence interval estimation is calculated as follows;
The find the Z score, go to a Z lookup table which is found in a textbook or on an internet source. z table is created to give the possibility in a one-tailed analysis.
A confidence interval is a two-tailed examination, in order to prepare the z score for 97.8%, look up the probability of 98.9%.
The value of 98.9% is
= (0.978 + 1 )/ 2
= 0.989 or 98.9%.
This implies that the z score of the date is 2.29.
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If n -2 = 1/16, then n could be which of the following?
-1/4
4
-4
-8
1/4
Answer:
n = 33/16
Step-by-step explanation:
n - 2 = 1/16
n = 1/16 + 2
1/16 + 2 = 1/16 + 32/16 = 33/16
n = 33/16
Imagine that an uncharged pith ball is brought into the electrostatic field of a charged rod. The side of the pith ball closest to the negatively charged end of the rod will Question 12 options: A) be given a negative charge produced by the movement of electrons from the other end of the ball. B) be given a positive charge produced by the movement of electrons to the other end of the ball. C) not experience any induced charge and remain neutral. D) be given a negative charge produced by the movement of electrons from the rod.
The side of the pith ball closest to the negatively charged end of the rod will be given a positive charge produced by the movement of electrons to the other end of the ball. Therefore, option B) is the correct answer.
When an uncharged pith ball is brought into the electrostatic field of a charged rod, the charged rod induces a separation of charges in the pith ball. This phenomenon is known as electrostatic induction. The negatively charged end of the rod repels electrons in the pith ball, causing them to move to the opposite end of the ball.
As a result, the side of the pith ball closest to the negatively charged end of the rod will experience a shortage of electrons and will become positively charged. Conversely, the side of the pith ball farthest from the negatively charged end of the rod will have an excess of electrons and will acquire a negative charge.
The side of the pith ball closest to the negatively charged end of the rod will be given a positive charge produced by the movement of electrons to the other end of the ball.
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For a population with µ = 65 and σ = 4, what is the X value corresponding to z = -2.25?
a. X = 74
b. X = 56
c. X = 71
d. X = 60
The X value corresponding to z = -2.25 is X = 56.
What is z - score?A z score is a statistical indicator that shows how far a raw score is from a distribution's mean. Give the z-score formula. The z-score is calculated using the formula z = (x -μ)/σ.
To find the corresponding X value for a given z-score, we use the formula:
X = µ + (z * σ)
Given µ = 65, σ = 4, and z = -2.25, we can calculate the X value:
X = 65 + (-2.25 * 4)
X = 65 - 9
X = 56
Therefore, the X value corresponding to z = -2.25 is X = 56.
The correct answer is b. X = 56.
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the parry company provided the following information regarding total assets end of year 1 2 end of $ year 1 points net operating income net sales year 2 2,775,888 930,000 3,358,000 00:16:28 what is parry's roi for year 2 ( round your answer to 2 decimal places references multiple choice 1.62 %
Parry Company's ROI for year 2 is 33.47%.
To calculate Parry Company's ROI (Return on Investment) for year 2, we need to use the formula:
ROI = (Net Operating Income / Total Assets) × 100
Given the information:
Net Operating Income for year 2 = $930,000
Total Assets at the end of year 1 = $2,775,888
Using these values in the formula, we can calculate the ROI for year 2:
ROI = (930,000 / 2,775,888) × 100
ROI = 0.3347 × 100
ROI = 33.47%
We must apply the following method to get Parry Company's ROI (Return on Investment) for year 2:
ROI is calculated as (Net Operating Income/Total Assets) / 100.
With the knowledge:
Total Assets at the end of Year 1 were $2,775,888, while Net Operating Income for Year 2 was $930,000.
We may determine the ROI for year 2 using the following numbers in the formula:
ROI = (930,000 / 2,775,888) × 100
ROI = 0.3347 × 100
ROI = 33.47%
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If the gas pressure inside a sealed tank is 689 kpa absolute, what is the pressure in pounds force per square inch or psi?
sophie is designing a new board game, and is trying to figure out all the possible outcomes. how many different possible outcomes are there if she rolls a fair die in the shape of a pyramid that has four sides labeled 1 to 4, flips a coin, and rolls a fair die in the shape of a cube that has six sides labeled 1 to 6?
Answer:
48
Step-by-step explanation:
Since there are:
4 possibilities,
2 possibilities, and
6 possibilities
So the number of possible outcomes is:
4 × 2 × 6
= 48
An investment project is expected to yield $10,000 in annual revenues, has $2,000 in fixed costs per year, and requires an initial investment of $5,000. Given a cost of goods sold of 60 percent of sales, what is the payback period in years
A $5,000 initial investment is needed for a project that is predicted to generate yearly revenues of $10,000, have fixed expenditures of $2,000, and require a $2,000 initial investment, then the payback period in years with a cost of goods sold of 60% of sales will be 2.5 years.
We need to figure out how long it will take for the total cash flows to match or exceed the initial investment in order to compute the payback period.
Revenue: $10,000 per year
Cost of Goods Sold (60% of sales): 0.6 * $10,000 = $6,000 per year
Fixed Costs: $2,000 per year
Operating Cash Flow: Revenue - Cost of Goods Sold - Fixed Costs
Operating Cash Flow = $10,000 - $6,000 - $2,000 = $2,000 per year
Payback Period = [tex]\frac{Initial \ Investment}{Annual \ Cash \ Flows}[/tex]
= [tex]\frac{Initial \ Investment}{Revenue\ \times\ (1-Cost\ of \ Goods \ Sold)}[/tex]
= [tex]\frac{\$5,000}{\$10,000\times(1-0.60)-\$2,000}[/tex]
= [tex]\frac{\$5,000}{\$4,000-\$2,000}[/tex]
= 2.5 years
Therefore, the payback period is 2.5 years.
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If you spin this spinner 110 times, how many times do you expect the spinner to land on green?
Answer: If they're equal sized sections, I would expect it to land on green about 36 times.
Step-by-step explanation:
110/3=36.666667