Answer:
$10,125 Favorable
Actual quantity of the cost-allocation base used - Actual quantity of the cost-allocation base that should have been used to produce the actual output) × Budgeted variable overhead cost per unit of the cost-allocation base
Explanation:
Variable overhead spending variance = Actual Spending - budgeted Spending based on actual quantity
Variable overhead spending variance = (Actual Input x Actual rate) - ( Actual input x Budgeted rate)
Variable overhead spending variance = (10,125 x $29) - ( 10,125 x $30)
Variable overhead spending variance = $293,625 - $303,750
Variable overhead spending variance = $10,125 Favorable
Variable overhead spending variance is
Actual quantity of the cost-allocation base used - Actual quantity of the cost-allocation base that should have been used to produce the actual output) × Budgeted variable overhead cost per unit of the cost-allocation base
Answer:
It's true I think if I'm wrong do tell me.
Answer:
66.7%
Explanation:
Given that,
Design capacity = 6 furnaces per day
Effective capacity = 5 furnaces per day
Efficiency ratio if it repairs an average of 4 furnaces per day:
= (Actual capacity ÷ Possible capacity) × 100
= (4 per day ÷ 6 per day) × 100
= 0.667 × 100
= 66.7%
Therefore, the efficiency ratio is 66.7 percent.
C = 50 + 0.8Y is the consumption function that is consistent with the provided data. The MPC is determined by subtracting the change in consumption from the change in disposable income, which equals 160/200, or 0.8.
Marginal propensity calculation.
$200 billion less $0 billion equals $200 billion in changes to disposable income.
Consumption change equals $210 minus $50, or $160 billion.
MPC = Change in Consumption/Change in Disposable Income, which equals $160 billion/$200 billion and is equal to 0.8.
There is a 0.8 marginal tendency to consume.
Step 2
This is how consumption function is defined.
C = a + bY
Where,
a = Consumption at zero income level
b = MPC
In given case,
$50 billion would be consumed at a level of income zero.
MPC is 0.8
So,
C = 50 + 0.8Y is the consumption function that matches the provided data.
To learn more about consumption function
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Answer:
I think the answer is B. If It's correct please give the brainliest award.
