Answer:
B. The operating leverage for Turner now is 0.47 ⇒ TRUE
operating leverage = fixed costs / total costs = $240,000 / $510,000 = 0.47
C. Turner makes a contribution of $0. 57 per dollar of revenue, on the average. ⇒ TRUE
total contribution margin = ($20 x 9,000) + ($30 x 6,000) = $180,000 + $180,000 = $360,000
total revenue = $630,000
contribution margin per $ of revenue = $360,000 / $630,000 = $0.57
D. Turner will break even when it reaches a revenue of $420,000. ⇒ TRUE
break even point in $ = (6,000 x $30) + (4,000 x $60) = $180,000 + $240,000 = $420,000
Explanation:
A. 40% of Turner's revenue comes from P2 ⇒ FALSE
total revenue = $270,000 + $360,000 = $630,000
revenue from P2 = $360,000, which represents 57.14% of total revenue
E. The breakeven volume for Turner is 9,334 units ⇒ FALSE
in order to calculate break even point, we can prepare a bundle of products = 3P1 + 2P2
contribution margin per bundle = $120
break even point = $240,000 / $120 = 2,000 bundles
6,000 P1 and 4,000 P2
