Ann is trying to decide which one of two job offers she will accept. Several items are presented below:
Job Offer A | Job Offer B | ||||||
(1) Base salary | $ | 50,000 | $ | 50,000 | |||
(2) Overtime compensation | Comp. time | Hourly rate | |||||
(3) Moving allowance | $ | 3,000 | $ | 3,000 | |||
(4) Signing bonus | $ | 2,000 | $ | 0 | |||
(5) Job search costs incurred | $ | 300 | $ | 500 | |||
Select the items that are irrelevant to Ann's decision.
Explanation
Two primary characteristics distinguish relevant from useless information. Specifically, relevant information (1) differs among the alternatives and (2) is future-oriented.
The Russell Company provides the following standard cost data per unit of product:
Direct material (2 gallons @ $2 per gallon) | $ | 4.00 | |
Direct labor (1 hours @ $12 per hour) | $ | 12.00 | |
During the period, the company produced and sold 25,000 units, incurring the following costs:
Direct material | 53,000 | gallons | @ | $ | 1.90 | per gallon |
Direct labor | 25,500 | hours | @ | $ | 11.75 | per hour |
The direct labor usage variance was:
Explanation
Usage variance = (Actual quantity – Standard quantity) × Standard price
Usage variance = [25,500 hours – (25,000 units × 1 hours per unit)] × $12 per hour
Usage variance = (25,500 hours – 25,000 hours) × $12 per hour = $6,000
Since the actual quantity was greater than the standard quantity, the variance is unfavorable.
Usage variance = [25,500 hours – (25,000 units × 1 hours per unit)] × $12 per hour
Usage variance = (25,500 hours – 25,000 hours) × $12 per hour = $6,000
Since the actual quantity was greater than the standard quantity, the variance is unfavorable.
Mr. J's Bagels invested in a new oven for $32,000. The oven reduced the amount of time for baking which increased production and sales for five years by the following amounts of cash inflows:
Year 1 | Year 2 | Year 3 | Year 4 | Year 5 |
$14,000 | $12,000 | $11,000 | $12,000 | $11,000 |
Using the averaging method, the payback period for the investment in the oven would be:
Explanation
Payback period = Initial investment ÷ Average annual cash inflow
Payback period = $32,000 ÷ [($14,000 + $12,000 + $11,000 + $12,000 + $11,000) ÷ 5] = $32,000 ÷ $12,000 = 2.67
Payback period = $32,000 ÷ [($14,000 + $12,000 + $11,000 + $12,000 + $11,000) ÷ 5] = $32,000 ÷ $12,000 = 2.67
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