Respuesta :
Answer:
D. -4/5
Explanation:
Given that
Wage rate = $20 per hour
Cost of capital = $25 per hour
Recall that,
Slope of isocost = -(w/r)
Where,
W = wage rate
r = rental cost of capital.
Thus,
Slope of isocost curve
= -(20/25)
= -0.8 or -4/5
Note that, the negative of the ratio is the price of the two inputs. Also isocost is a line showing the various combinations of inputs which cost the same amount.
Answer: The correct option is D. -4/5
Explanation:
From the question above, we have:
Cost on input = $500
Wage rate = $20 per hour
Cost of capital = $25 per hour
The formula for slope of isocost is given as:
Slope of isocost = -(w/r)
Where,
W = wage rate
r = rental cost of capital.
Therefore, we have:
Slope of isocost curve = -(20/25)
= -0.8 or -4/5