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Anna11 [10]
3 years ago
14

Direct Labor Variances Dvorak Company produces a product that requires 3 standard hours per unit at a standard hourly rate of $1

7 per hour. If 1,000 units required 2,800 hours at an hourly rate of $16.50 per hour, what is the direct labor
(a) rate variance,
(b) time variance, and
(c) total direct labor cost variance? Enter a favorable variance as a negative number using a minus sign and an unfavorable variance as a positive number.
Business
1 answer:
Vilka [71]3 years ago
7 0

Answer:

Instructions are listed below.

Explanation:

Giving the following information:

Direct Labor Variances Dvorak Company produces a product that requires 3 standard hours per unit at a standard hourly rate of $17 per hour. If 1,000 units required 2,800 hours at an hourly rate of $16.50 per hour.

A)

Direct labor price variance= (SR - AR)*AQ

Direct labor price variance=(17 - 16.5)*2,800= 1,400 favorable

B) Direct labor efficiency variance= (SQ - AQ)*standard rate

Direct labor efficiency variance= (3,000 - 2,800)*17= 3,400 favorable

C) Total direct labor variance= -1400 - 3400= -4,800 favorable

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Explanation:

Out of the 4 options presented, 2 involves cash coming into the company which are; Sells $5,000 (000) of their Long-term assets and Liquidates the entire inventory. As these 2 bring cash into the company, they will not make Baldwin need an emergency loan.

The other 2 however, take money from the company being; Retires $20,000 (000) in long-term debt and Purchases assets at a cost of $15,000 (000). Retirement of long-term debt will have been in the budget for a long time so there would be no need for <em>emergency</em> funding.

The Purchase of the assets on the other hand has a less chance of being budgeted for than the long term debt retirement and being such a significant outflow, could expose Baldwin to the risk of needing to seek emergency loans.

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Method A assumes simple interest over final fractional periods, while Method B assumes simple discount over final fractional per
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Answer:

The answer is "1.1"

Explanation:

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\ I = Prt \\\ A = P + I\\A = P(1+rt) \\\\A = amount \\P= principle\\r = rate\\t= time

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D = Mrt \\P = M - D \\P = M(1-rt)\\\\Where,  D= discount \\M =\  Maturity  \ value \\

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P = 100(1-0.2 \times 1.5) \\P = 100 \times \frac{70}{100} \\P = 70

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ratio = \frac{\ method\  A \ value} {\ method \ B \ value}\\\\\Rightarrow ratio = \frac{76.92}{70}\\\\\Rightarrow ratio = \frac{7692}{7000}\\\\\Rightarrow ratio = 1.098 \ \ \ \  or \ \ \ \  1.

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