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Answer:
Estimated manufacturing overhead rate= $32 per direct labor hour
Explanation:
Giving the following information:
At the beginning of the current year, management estimated that $672,000 in overhead costs would be incurred and the company would produce and sell 2,000 units of the flexible model and 10,000 units of the rigid model.
The flexible model requires 3.0 hour(s) of direct labor time per unit, and the rigid model requires 1.50 hour(s).
Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base=
Estimated manufacturing overhead rate= 672,000/(2000*3 + 10000*1.5)= $32 per direct labor hour
The answer that fits the blank above would be BALANCE SHEET AND INCOME STATEMENT. The balance sheet serves the copy of the liabilities and assets that a company or firm has recorded for a specific period of time. On the other hand, the income statement shows both the profit and loss that the company has. Therefore, it is based on these two that financial managers are able to calculate ratios.
<span>the loss of potential gain from other alternatives when one alternative is chosen.</span>
Answer:
(B) $20 billion
Explanation:
Given a certain level of MPC, an increase in government spending (G) by a certain amount translates to an increase in aggregate demand (AD) through the relationship below.

where Δ means <em>change.</em>
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Therefore, given ΔAD of $50 billion, and MPC of 0.6,

= 
= 
= ΔG = 50 * 0.4 = 20
Therefore, increase in government purchases = $20 billion.