Answer:
The budgeted variable overhead for May is $5,335
The budgeted variable overhead for June is $7,260
The budgeted fixed overhead for both May and June is $11,500 per month
Explanation:
First we have to determine how many tricycles does Becker Bikes expects to manufacture during May and June:
May:
beginning inventory May 180
expected sales May 520
ending inventory May 145
Becker is planning to manufacture 485 tricycles (= 520 + 145 -180)
June:
beginning inventory May 145
expected sales May 650
ending inventory May 155
Becker is planning to manufacture 660 tricycles (= 650 + 155 -145)
The budgeted variable overhead for May = 485 tricycles x $11 per tricycle = $5,335
The budgeted variable overhead for June = 660 tricycles x $11 per tricycle = $7,260
The fixed overhead for both May and June is $11,500 per month
Answer:
$2,000
Explanation:
Calculation to determine the consumer surplus
Consumer surplus=$30,000-$28,000
Consumer surplus=$2,000
Therefore consumer surplus is $2,000
Answer:
Instructions are below.
Explanation:
Giving the following information:
Variable cost:
Direct material= $0.50 per unit
Fixed cost:
Fixed overhead= $15,000
Total cost for 10,000 units:
Variable cost= 0.50*10,000= 5,000
Fixed costs= 15,000
Total cost= $20,000
Total cost for 15,000 units:
Variable cost= 0.50*15,000= 7,500
Fixed costs= 15,000
Total cost= $22,500
The type of insurance money that Malik has received indicates life insurance and the correct option is D.
<h3>What is life insurance?</h3>
Life insurance is an agreement wherein a policyholder will pay everyday premiums in alternate for a lump-sum demise benefit that can be paid to the policyholder's beneficiaries. The lump-sum gain is paid while the policyholder passes away or a selected amount of time has passed.
Hence, The type of insurance money that Malik has received indicates life insurance and the correct option is D.
learn more about life insurance here:
brainly.com/question/1373572
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Answer:
7 workers will be required
Explanation:
We will define actual time required to do a job
= Standard time required for producing each unit x Worker efficiency (%)/100
= 11.65 x 115/100
= 13.3975 minutes
Total available minutes in 4 days = 4 days x 8 hours/ day x 60 minutes / day = 1920 minutes
Therefore ,
Number of units which can be produced by 1 worker in 4 days = 1920 /13.3975
Number of units to be produced = 1000 units
Therefore,
Number of workers required
= Number of units to be produced / Number of units which can be produced by 1 worker in 4 days
= 1000 x ( 13.3975 /1920)
= 6.977 ( 7 rounded to nearest whole number )
