Question

In: Economics

The economy moves from point A, where it produces 100 units of X and 200 units...

The economy moves from point A, where it produces 100 units of X and 200 units of Y, to point B, where it produces 200 units of X and 150 units of Y. It follows that

a)point A is a productive inefficient point.

b)point A may be a productive inefficient point.

c)point A may be a productive efficient point.

d)point B is a productive efficient point.

e)b and c

Solutions

Expert Solution

Since the production possibility can be defined as a line which is summation of different combinations of two different goods which can be produced with the available resources by using it efficiently. If the technology improves or resources increase, then the PPF shifts outwards.

Since all the points on the PPF, shows the efficient utilization of the resources and all the allocation on the PPF are best.

As it has been given that the economy moves from point A, where it produces 100 units of X and 200 units of Y, to point B, where it produces 200 units of X and 150 units of Y. It follows that point A may be a productive inefficient point.

This is because at point A economy produce ( 100 unit of X and 200 units of Y) but when it moves to point B, then it produces ( 200 unit of X and 150 units of Y). So it is better at point B compare to point A because the increase in the production of good X is more than the decrease in the production of good Y units. This is very high probability that point A may be inefficient and point B may be productive efficient. But it cannot be said surely about it.

Hence option b is the correct answer.

* I think in the option c, there must be Point B, then the answer will be (e)b and c.


Related Solutions

Suppose the current equilibrium point for the market of good X is (200, $100). Also we...
Suppose the current equilibrium point for the market of good X is (200, $100). Also we know that ɛ = -2 . Suppose the government grants an unit subsidy of $3 on good X, calculate the cost to the government under each of the following situations. i) The supply curve for good X is horizontal. ii) The supply curve for good X is vertical.
5. Suppose the current equilibrium point for the market of good X is (200, $100). Also...
5. Suppose the current equilibrium point for the market of good X is (200, $100). Also we know that ɛ = -2 and n = 1.5 . Suppose the government imposes an unit tax of $3/unit of the good. Calculate the size of government revenue. [You are NOT allowed to use the short cut formula.]
(1 point) The temperature at a point (x,y,z) is given by ?(?,?,?)=200?−?2−?2/4−?2/9, where ? is measured...
(1 point) The temperature at a point (x,y,z) is given by ?(?,?,?)=200?−?2−?2/4−?2/9, where ? is measured in degrees Celsius and x,y, and z in meters. There are lots of places to make silly errors in this problem; just try to keep track of what needs to be a unit vector. Find the rate of change of the temperature at the point (1, 1, 1) in the direction toward the point (-1, -1, -1). In which direction (unit vector) does the...
The economy is initially at point A; where the economy is in both short and long...
The economy is initially at point A; where the economy is in both short and long run equilibrium (2.5 marks). Then, the government increases its spending and the short run equilibrium is at point B (2.5 marks), and later the factor market reacts by rising wages and other factor prices and the economy reaches back to its potential GDP position at Point C (2.5 marks). Then the price of oil skyrocketed and it pushes the economy into a recession and...
Suppose a firm ”moves” from one point on a production isoquant to another point on the...
Suppose a firm ”moves” from one point on a production isoquant to another point on the same isoquant. For each of the following, briefly explain why it is necessarily true, or the opposite is necessarily true, or it is uncertain without further information: • A change in the level of output • A change in the ratio in which the inputs are combined • A change in the marginal products of the inputs • A change in the rate of...
Suppose a firm ”moves” from one point on a production isoquant to another point on the...
Suppose a firm ”moves” from one point on a production isoquant to another point on the same isoquant. For each of the following, briefly explain why it is always true, always false, or uncertain without further information: 1) A change in the level of output 2) A change in the ratio in which the inputs are combined 3) A change in the marginal products of the inputs 4) A change in the rate of technical substitution 5) A change in...
1. If a firm moves from one point on a production isoquant to another point on...
1. If a firm moves from one point on a production isoquant to another point on the same isoquant, which of the following will certainly not happen? options: 1-) A change in the level of output 2-) A change in the marginal products of the inputs 3-) A change in the rate of technical substitution 4-) A change in profitability 5-) All of these. 2. When Farmer Bob applies N pounds of fertilizer per acre, the marginal product of fertilizer...
A point charge Q moves on the x-axis in the positive direction with a speed of...
A point charge Q moves on the x-axis in the positive direction with a speed of 170 m/s. A point P is on the y-axis at y = +30 mm. The magnetic field produced at point P, as the charge moves through the origin, is equal to -0.7 μT k^. When the charge is at x = +40 mm, what is the magnitude of the magnetic field at point P? (μ 0 = 4π × 10-7 T · m/A)
A clothing company has 100 yards of cloth and produces shirts (x units) and vests (y...
A clothing company has 100 yards of cloth and produces shirts (x units) and vests (y units). Shirts require 10 units and have profit value of $5, while vests require 4 units and have profit value of $4. What is the optimal production solution? What if the company decides to also put a “non-zero constraint” on all production? Must produce at least 3 shirts and 10 vests.
A particle moves from point A = (0, 0, 0) to point B = (2π, 0,...
A particle moves from point A = (0, 0, 0) to point B = (2π, 0, 2π), under the action of the force F = xi + yj − zk . a. Calculate the work done by the force F on the particle if it moves along the conic-helical curve r(t) = (t cost )i + (t sint )j + tk with 0 ≤ t ≤ 2π. b. Find a parametric vector equation for the straight line connecting A to...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT