Homework Answers
Here we have decreasing trend which means for every increase in x there will be corresponding decrease in y.
And as all points seems to be on line hence it is perfect negative correlation
So r=-1.0
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A perfect straight line sloping downward, such as what is shown below, would indicate that the...
QUESTION 30 When you observe downward sloping straight line indifference curves, what do you automatically know?...
QUESTION 30 When you observe downward sloping straight line indifference curves, what do you automatically know? That the MRS is constant. That the consumer views the two goods as perfect substitutes. DODO That the consumer views the two goods as imperfect substitutes. That the consumer views the two goods as perfect complements That the utility function is generally written as U(X ) = ax + by, where a and b are positive constants. That the utility function is generally written...
QUESTION 31 When you observe downward sloping, convex indifference curves, what do you automatically know? That...
QUESTION 31 When you observe downward sloping, convex indifference curves, what do you automatically know? That the MRS in absolute value is diminishing. That the utility function is generally written as U(x,y) = ax + by, where a and b are positive constants. That the consumer views the two goods as imperfect substitutes. That the utility function is generally written as U(X,Y) = minax,by), where a and b are positive constants. That the utility function is generally written as U(X,Y)...
Can I please get help solving this problem? Thank You Micro Problem Assume a straight-line, downward...
Can I please get help solving this problem? Thank You
Micro Problem Assume a straight-line, downward sloping inverse demand curve, p = 100 - q and a Marginal Costs = 20. 1. What is the allocatively efficient price? What quantity is produced? 2. What is the profit maximizing price? (Remember, calculate Revenue and then Marginal Revenue then equate it to MC.) 3. What is the efficiency loss (deadweight loss) that results from charging the higher profit-maximizing price?
Can I please get help solving this problem? Thank You Micro Problem Assume a straight-line, downward...
Can I please get help solving
this problem? Thank You
Micro Problem Assume a straight-line, downward sloping inverse demand curve, p = 100 - q and a Marginal Costs = 20. 1. What is the allocatively efficient price? What quantity is produced? 2. What is the profit maximizing price? (Remember, calculate Revenue and then Marginal Revenue then equate it to MC.) 3. What is the efficiency loss (deadweight loss) that results from charging the higher profit-maximizing price?
Problem 1 Consider the cantilever beam shown below. This beam is loaded with a downward pointing...
Problem 1 Consider the cantilever beam shown below. This beam is loaded with a downward pointing point load that moves horizontally along the top of the beam. The position of the load from point A, the fixed point, is denoted by x. An influence line diagram showing the internal moment at point B as the load moves across the beam is also shown below 1 kip x, Position of load from Point A (ft) 24 Moment at Point B (kip-ft)/kip...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for the cone z x2 y2 in Cartesian coordinates, parameterized by the vector function: Their work is shown be...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for the cone z x2 y2 in Cartesian coordinates, parameterized by the vector function: Their work is shown below. There are mistakes in each of the four lines of their work! Correct the mistakes as they occur (Only correct the mistake in the first line it occurs in; ignore it in the following work. This is how I assign partial credit -take off points for...
1)An investor is considering investing an equally weighed portfolio of two (2) stocks namely X and...
1)An investor is considering investing an equally weighed portfolio of two (2) stocks namely X and Y. You have been given the following information about these two stocks in terms of risk, return and correlation, as shown below: 2)Based on this calculate a) portfolio return b) portfolio risk c.)Compare portfolio risk with the individual stock risks and identify the benefit of the diversification of the portfolio. Stock X Y E(R) 10% 8% σ 20% 15% Correlation between A and B...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for the cone z x2 y2 in Cartesian coordinates, parameterized by the vector function: Their work is shown below. There are mistakes in each of the four lines of their work! Correct the mistakes as they occur (Only correct the mistake in the first line it occurs in; ignore it in the following work. This is how I assign partial credit -take off points for...
The return profiles of 2 assets are given below. What is the minimum risk, in terms...
The return profiles of 2 assets are given below. What is the minimum risk, in terms of standard deviation, that can be achieved with a portfolio that holds these two assets? The weight of the 2 assets must be positive and sum up to 1. That is, holding 0 of each and thus having 0 risk is not allowed. (Hint: let weight in asset A be w, and weight in asset B be 1-w. The standard deviation of the portfolio...
Determine by direct integration the coordinates of the centroid of the area shown. Express your answer...
Determine by direct integration the coordinates of the centroid of the area shown. Express your answer in terms of b and h. (Hint: a is a constant. You will need to find an expression for a (very similar to the example in class where we found the slope of the line for the triangle problem.) Use the function and what you know about coordinates of points that lie on the function.)
QUESTION 30 When you observe downward sloping straight line indifference curves, what do you automatically know? That the MRS is constant. That the consumer views the two goods as perfect substitutes. DODO That the consumer views the two goods as imperfect substitutes. That the consumer views the two goods as perfect complements That the utility function is generally written as U(X ) = ax + by, where a and b are positive constants. That the utility function is generally written...
QUESTION 31 When you observe downward sloping, convex indifference curves, what do you automatically know? That the MRS in absolute value is diminishing. That the utility function is generally written as U(x,y) = ax + by, where a and b are positive constants. That the consumer views the two goods as imperfect substitutes. That the utility function is generally written as U(X,Y) = minax,by), where a and b are positive constants. That the utility function is generally written as U(X,Y)...
Can I please get help solving this problem? Thank You
Micro Problem Assume a straight-line, downward sloping inverse demand curve, p = 100 - q and a Marginal Costs = 20. 1. What is the allocatively efficient price? What quantity is produced? 2. What is the profit maximizing price? (Remember, calculate Revenue and then Marginal Revenue then equate it to MC.) 3. What is the efficiency loss (deadweight loss) that results from charging the higher profit-maximizing price?
Can I please get help solving
this problem? Thank You
Micro Problem Assume a straight-line, downward sloping inverse demand curve, p = 100 - q and a Marginal Costs = 20. 1. What is the allocatively efficient price? What quantity is produced? 2. What is the profit maximizing price? (Remember, calculate Revenue and then Marginal Revenue then equate it to MC.) 3. What is the efficiency loss (deadweight loss) that results from charging the higher profit-maximizing price?
Problem 1 Consider the cantilever beam shown below. This beam is loaded with a downward pointing point load that moves horizontally along the top of the beam. The position of the load from point A, the fixed point, is denoted by x. An influence line diagram showing the internal moment at point B as the load moves across the beam is also shown below 1 kip x, Position of load from Point A (ft) 24 Moment at Point B (kip-ft)/kip...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for the cone z x2 y2 in Cartesian coordinates, parameterized by the vector function: Their work is shown below. There are mistakes in each of the four lines of their work! Correct the mistakes as they occur (Only correct the mistake in the first line it occurs in; ignore it in the following work. This is how I assign partial credit -take off points for...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for the cone z x2 y2 in Cartesian coordinates, parameterized by the vector function: Their work is shown below. There are mistakes in each of the four lines of their work! Correct the mistakes as they occur (Only correct the mistake in the first line it occurs in; ignore it in the following work. This is how I assign partial credit -take off points for...
Determine by direct integration the coordinates of the centroid of the area shown. Express your answer in terms of b and h. (Hint: a is a constant. You will need to find an expression for a (very similar to the example in class where we found the slope of the line for the triangle problem.) Use the function and what you know about coordinates of points that lie on the function.)
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