Answer:
C. optimal capital labor ratio remains the same
Explanation:
One pilot for each plane implies A = B
Let cost be C
So, isocost line is xA + rB = C
So, xA + yA = C (as L = K)
So, (x+y)A = C
So, A = C/(x+y) =B
Optimal capital labor ratio = B/A = 1 as B =A
Now, wage rate increases to x'
So, isocost line is x'A + yB = C
So, x'A + yA = C (as A = B)
So, (x'+y)A = C
So, A = C/(x'+y) = B
New optimal capital labor ratio =B/A = 1 as B = A
Thus, optimal capital labor ratio remains same because capital (planes) and labor (pilots) are used in fixed proportion.
Thus the answer is
C. optimal capital labor ratio remains the same
Answer:
The higher the price, the higher the producer's profits. Your needs and wants are unlimited. If heavy competition for a product keeps its price low, businesses will be very motivated to offer the product for sale.
Answer:
The price elasticity of demand is -3.7
Explanation:
Price Elasticity of demand measure the responsiveness of demand against the change in price of the product.
Simple percentage method calculate the price elasticity by taking ratio of percentage change in Demand to percentage change in price of the product.
Percentage change in Demand = ( Revised demand - Initial demand ) / Initial demand
Percentage change in Demand = ( 182 riders - 472 riders ) / 472 riders = -0.6144 = -61.44%
Percentage change in Price = ( Revised Price - Initial Price ) / Initial Price
Percentage change in Price = ( $0.78 - $0.67 ) / $0.67 = 0.1642 = 16.42%
Price Elasticity = Percentage change in Demand / Percentage change in price
Price Elasticity = -61.44% / 16.42% = -3.74 = -3.7
I think it can be the "D"