Answer:
-0.136 and $528
Explanation:
Given that
p = 50 - 0.5Q
where,
Q = 88
So, p equals to
= 50 - 0.5 × 88
= 50 - 44
= $6
As it is mentioned that
p = 50 - 0.5Q
0.5Q = 50 - p
Q = 100 - 2p
And we know that
Price elasticity of demand is
= Percentage Change in quantity demanded ÷ Percentage Change in price
So,
= -2 × (6 ÷ 88)
= -0.136
And, the revenue is
= Price × Quantity
= $6 × 88
= $528
The firm should decrease the amount of capital used.
Solution:
The wage rate is $12 per hour and capital is rented at $8 per hour.
The marginal product of labour is 45 units of output per hour and the marginal product of capital is 65 units of output per hour.
A manager hires labour and rents capital equipment in a very competitive
market.
The ratio of marginal product of labour and wage rate
= 
= 3.75
The ratio of marginal product of capital and rent
= 
= 8.125
If the cost ratio is higher, it means that the boss must minimize the volume of money involved in the manufacturing process.
Answer:
The lump sum be of $237,228.84
Explanation:
In order to calculate how large must the lump sum be we would have to use and calculate the formula of Present value of annuity due as follows:
Present value of annuity due=(1+interest rate)*Annuity[1-(1+interest rate)^-time period]/rate
Present value of annuity due=(1+0.075)*$25,000[1-(1.075)^-15]/0.075
Present value of annuity due=$25,000*9.489153726
Present value of annuity due=$237,228.84(Approx)
The lump sum be of $237,228.84