With reference to the given production function, calculate the quantity ofgood x that will be produced if the firm uses:a) 9 units of labour and 16 units of capital.

A firm's production function is given by Q = 5K^0.5L^0.5, where Q is output, K is capital, and L is labor. If the firm uses 9 units of capital (K) and 16 units of labor (L), calculate the level of output (Q)

The aggregate production function is Y = 5K0.5L0.5. If there are 49 units of capital and 16 units of labor, aggregate output isGroup of answer choices60 units70 units.140 units.325 units.

A manufacturer determines that m employees will produce a total of q units each week. The relation between the number of employees and the quantity is given as: 𝑞 = 5𝑚2 + 2𝑚 + 4. Given that the demand function for the product is given as 𝑝 = 1000 𝑞+8 , determine a. The rate of change of price with respect to quantity b. The rate of change of price with respect to the number of employees c. Determine the marginal revenue when the number of employees is 15

The demand function of a product for a manufacturer is 𝑝 (𝑥) = 𝑎𝑥 + 𝑏. The manufacturer knows that he can sell 1250 units when the price is GHS5 per unit and he can sell 1500 units at a price of GHS4 per unit. Find the total, and average revenue functions.

A company uses 200 workers and 50 units of capital to produce 1,000 units of output. Its average labor productivity isGroup of answer choices4.5.20.25.