The break-even point is calculated as -
Break-even point (in units) = Fixed cost ÷ Contribution margin per unit
Here,
Selling price = $ 21.95
Variable cost (manufacturing costs) = $ 14.92 (since, costs bifurcation is not given, the manufacturing costs are taken as variable costs)
Contribution per unit = Selling price - Variable cost (manufacturing costs)
Contribution per unit = $ 7.03
Fixed cost (monthly) = $ 8500
Now,
Break-even point (in units) = $ 8,500 ÷ $ 7.03
Break-even point (in units) = 1,209.1 or 1210 games
Answer:
Annual increase is $1,108.4
Explanation:
In 2016, average price was $27,258.6
In 2010, average price was $20,608
Average increase in 6 years = $27,258.6 - $20,608 = $6,650.6
Annual average increase = $6650.6/6 = $1,108.4
Answer:
d. 10.6% higher
Explanation:
Given that;
Real GDP = $13.2 trillion
Nominal GDP = $14.6 trillion
GDP deflator = (Nominal GDP/Real GDP)× 100)
Hence,
GDP deflator = (14.6 / 13.2 ) × 100
GDP deflator = 110.6%
Thus,
= 110.6 - 100
= 10.6% higher
Answer:
Budgeted selling and administrative expense= $38,600
Explanation:
Giving the following information:
Variable expenses are expected to be $13,400 in the first quarter, and $3,900 increments are expected in the remaining quarters of 2017. Fixed expenses are expected to be $21,300 in each quarter.
We need to determine the budgeted selling and administrative expense for the second quarter:
Budgeted selling and administrative expense= (13,400 + 3,900) + 21,300
Budgeted selling and administrative expense= $38,600
