Solution: The answer is A. $1,606,800 favourable.
Explanation: Calculate the sales quantity variance
Sales quantity variance shall be calculated as follows:
Step 1: Calculate the standard mix ratio:
For Victor = 6,000 / 30,000 = 20%
For House-mate = 24,000 / 30,000 = 80%
Step 2: Calculate the sales quantities in proportion to the standard mix:
The objective is to find the respective sales quantities of products as if the total sales during the period where distributed among the two products in proportion to their standard mix.
Total sales during the period = 5,300 Victor + 35,000 House-mate = 40,300 units
Unit Sales at Standard Mix:
Sales of Victor in standard mix @ 20% of 40,300 = 8,060 units
Sales of House-mate in standard mix @ 80% of 40,300 = 32,240 units
Step 3: Calculate the difference between budgeted sales quantities and the sales quantities in standard mix
Victor Units | House-mate Units | |
---|---|---|
Budgeted sales quantities (as per question) |
6,000 |
24,000 |
Unit sales at standard mix (Step 2) |
(8,060) |
(32,240) |
Difference |
2,060 Favorable |
8,240 Favorable |
Step 4: Calculate the standard contribution per unit
Standard contribution per unit = Total contribution / Budgeted sales unit
Victor = $1,560,000 / 6,000 = $260
House-mate = $3,120,000 / 24,000 = $130
Step 5: Calculate the variance for each product
Victor | House-mate | |
---|---|---|
Standard contribution per unit (Step 4) |
$260 |
$130 |
Budgeted Sales - Sales in Standard mix (Step 3) |
x 2,060 units |
x 8,240 units |
Variance |
$535,600 Favorable |
$1,071,200 Favorable |
Step 6: Add the individual variances
Sales Quantity Variance = $535,600 + $1,071,200 = $1,606,800 Favorable
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