Question 26 (3 points) The company produces two different models having different profit margin. Based on the information below, compute total sales mix variance (in terms of CM) of the company. Budget Actual VC per VC per Model Selling Price Units Sold Selling Price Units Sold Unit Unit Model A $120 $60 1,500 $100 $50 1,170 Model B $140 $100 1,500 $150 $110 1,430 Actual Units Sold for all models Actual Budgeted Sales-Mix - Percentage Sales-Mix ) x Budgeted Contribution Margin per Unit Sales- Mix Variance ( Percentage For your convenience, the UCM and sales mix for each product are computed in the following table: Budget Actual UCM Sales mix UCM Sales mix $60 50% $50 45% $40 50% $40 55% a) $2,600 U b) $3,700 U c) $3,700 F d) $2,600 F Question 27 (3 points) Using the same data in Question 26, compute total sales quantity variance of the company. Actual Total units Sold - Budgeted Sales- Budgeted Sales- Budgeted Total Units Sold x Mix Percentages X Contribution Margin = Quantity per Unit Variance a) $20,000 u b) $22,500 U c) $22,500 F d) $20,000 F Question 28 (3 points) Using the same data in Question 26, the budgeted market share based on total sales of 37,500 units was 8% (for 3,000 units) when actual total sale volume was 26,000 units in the market. Assuming the budgeted contribution margin per composite unit was $100, compute the market share variance. Market- share Variance Actual Market size in Units xl Actual market share Budgeted Budgeted Contribution market ) ~ Margin per composite unit share for budgeted mix a) $52,000 b) $43,000 U c) $52,000 F d) $43,000 F Question 29 (3 points) Using the same data in Question 26, compute the market size variance. Assume that the budgeted contribution margin per composite unit was $100. Market- size Variance = ( Actual Market size Budgeted Budgeted Budgeted Contribution market ) market X Margin per composite unit share for budgeted mix size O a) $92,000 F b) $68,000 F c) $92,000 u d) $68,000 U