Respuesta :
Answer:
1. Actual Hours Spent on tune ups = 471.25
2. Actual Rate per hour = $5.47
Explanation:
Provided Information
Standard Hours = 2
Standard Rate = $6.40
Standard Cost = $12.80
Labor Rate Variance = (Standard Rate - Actual Rate) [tex]\times[/tex] Actual Hours = $440 F
Labor Spending Variance = (Standard Hours - Actual Hours) [tex]\times[/tex] Standard Rate = $392 U
With labor Spending Variance we can compute actual hours
- $392 = (2 [tex]\times[/tex] 210 - AH) [tex]\times[/tex] $6.40
- $392 = (410 - AH) [tex]\times[/tex] $6.40
-$392/$6.40 = 410 - AH
- 61.25 = 410 - AH
AH = 410 + 61.25 = 471.25
Putting values of Actual Hours in Labor rate Variance we have
$440 = ($6.40 - AR) [tex]\times[/tex] 471.25
$440/471.25 = $6.40 - AR
$0.934 + AR = $6.40
AR = $6.40 - $0.934 = $5.47
1. The actual number of labors hours spent is 471.25 per week.
2. The actual hourly rate for tune-ups is $5.47 per hour.
Given information:
The standard hours is 2.00. Â Â
The standard rate is $6.40 Â
The standard cost is $12.80
Calls completed in a week is 210
The labor rate variance is $440 (F).
The labor spending variance is $392 (U).
Therefore, the actual labor hour is computed from labor Spending Variance as below:
[tex]-392=(2*210-AH)*6.40\\-392=(410-AH)*6.40\\410-AH=\frac{392}{6.40} \\AH=471.25[/tex]
Here, AH is the actual labor hour, that is, 471.25.
Now, the actual rate would be derived from labor rate variance as:
[tex]440=(6.40 - AR)*471.25\\AR=6.40 - 0.934\\=5.47[/tex]
Here, AR represents the actual rate, which is $5.47.
Learn more about actual labor hours and the actual labor rate here:
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