Question

The Walton Toy Company manufactures a line of dolls and a doll dress sewing kit. Demand for the dolls is increasing, and mana

2. Calculate the the total direct labor-hours that will be required to produce the units estimated to be sold during the comi

5. What is the highest price, in terms of a rate per hour, that Walton Toy Company would be willing to pay for additional cap

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Answer #1

(1)

Product SP pu  (A) VC pu (B) Contribution pu  (C=A-B) DL Hours  (D)

Contribution Margin per DL Hour

(C/D)

Debbie $17.50 $9.2 $8.30 0.4 $20.75
Trish $6 $3.9 $2.1 0.2 $10.5
Sarah $31.50 $17.29 $14.21 0.7 $20.3
Mike $13 $9.60 $3.40 0.5 $6.80
Sewing Kit $10.10 $6.95 $3.15 0.15 $21

DL hours per unit :-

Debbie = $3.2/$8 = 0.4 hour

Trish = $1.6/$8 = 0.2 hours

Sarah = $5.60/$8 = 0.7 hours

Mike = $4/$8 = 0.5 hours

Sewing Kit = $1.2/$8 = 0.15 hours

VC pu = DM + DL + Variable OH

Debbie = $4.8 + $3.2 + ($3 * 0.4) = $9.2

Trish = $1.7 + $1.6 + ($3 * 0.2) = $3.9

Sarah = $9.59 + $5.60 + ($3 * 0.7) = $17.29

Mike = $4.10 + $4 + ($3 * 0.5) = $9.60

Sewing Kit = $5.30 + $1.20 + ($3 * 0.15) = $6.95

(2)

Product Demand (A) DL hours per unit (B) Total Hours (A X B)
Debbie 71000 0.4 28400
Trish 63000 0.2 12600
Sarah 56000 0.7 39200
Mike 47600 0.5 23800
Sewing Kit 346000 0.15 51900

(3)

Product

Contribution Margin per DL Hour

Ranking Demand DL hours per unit Hours
Debbie $20.75 2 71000 0.4

(71000*0.4)

=28400

Trish $10.5 4 63000 0.2

(63000*0.2)

=12600

Sarah $20.3 3 56000 0.7

(56000*0.7)

=39200

Mike $6.80 5 47600 0.5 11900
Sewing Kit $21 1 346000 0.15

(346000*0.15)

=51900

(4) Total Contribution Margin :-

Product

DL Hours (A)

Contribution Margin per DL Hour (B)

Total Contribution (A X B)
Debbie 28400 $20.75 $589300
Trish 12600 $10.5 $132300
Sarah 39200 $20.3 $795760
Mike 11900 $6.80 $80920
Sewing Kit 51900 $21 $1089900
Total Contribution Margin $2688180

(5) Highest Price per hour :-

Existing price per hour + Contribution lost per hour

Contribution lost for Mike

$8 + $6.80 = $14.80

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