Answer:
Option (b) is correct.
Explanation:
Given that,
Sales = 145,000 units
Desired ending inventory = 28,500 units
Beginning inventory = 21,750
Budgeted production in units for November:
= Sales + desired ending inventory - Beginning inventory
= 145,000 units + (190,000 × 15%) - 21,750
= 145,000 units + 28,500 - 21,750
= 151,750 units
Answer:
L4= 0.504%
Explanation:
1 +1R4= {(1 +1R3)(1 + E(4r1) +L4)}1/4
1.0500 = {(1.0475)^3(1 + 0.0525 +L4)}1/4
(1.0500)^4= (1.0475)3^(1 + 0.0525 +L4)
(1.0500)^4/(1.0475)^3= 1 + 0.0525 + L4
(1.0500)4/(1.0475)^3-1.0525
L4= .0050358564 = 0.504%
Answer: b. $14,000
Explanation:
Taxes are 30%. If the LIFO amount will result in $900 more being paid in taxes then that means that $900 is 30% of the increase in income from LIFO.
Increase is therefore;
900 = x * 30%
x = 900/30%
x = $3,000
Income before tax using LIFO;
= FIFO income + increase in income
= 11,000 + 3,000
= $14,000
Answer:
The selling price is $99
Explanation:
The selling price of the product can be computed by adding required profit margin to the unit cost of the product.The required profit margin is the 10% return on invested assets.
Total variable cost $59*10000 =$590,000
Fixed expenses ($180,000+$60,000) =$240,000
desired profit margin(10%*$600,000) =$60,000
Total sales revenue =$990,0000
price per unit=$990,000/10000=$99
The cost-plus approach to product pricing gives $99
The correct answer is false.
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