Answer:
33,793 pizzas
Explanation:
The annual break-even sales level for the number of pizzas sold in the location is computed using the break-even sales units formula below:
break-even sales=fixed costs/contribution margin per pizza
fixed costs=$245,000
contribution margin per pizza=selling price-variable cost
selling price=$12.50
variable cost=selling price*42%
variable cost=$12.50*42%
variable cost=$5.25
contribution margin per pizza=$12.50-$5.25
=$7.25
break-even sales=$245,000/$7.25
= 33,793 pizzas
Answer:
Cash provided by operating activities =$28,700.
Explanation:
Look at attachment for step by step guide.
Answer: a.$275,000
Explanation:
Let us assume local production sales of 0 for simplicity of analysis.
At 0 there will be no Variable Costs and no fixed costs because they are dependant on the amount of units produced.
If then Rylan Corporation receives 25,000 units at $16 per unit this will change the Variable costs as it will have to incorporate the new units.
The question however says that normal production continues. This means that Fixed costs do not change. That means fixed costs remain at $0.
That means the only change will be the Variable costs of selling 25,000 units.
At a rate of $11 per unit we then have,
= 11 * 25,000
= $275,000
The costs have increased by $275,000 from 0 which means that $275,000 is the Incremental cost.
Note that Fixed and Variable costs of 0 are improbable and we're only used for simpler analysis. Feel free to try the question with other number of units for your own practice. You will arrive at the same answer regardless.
Answer:
no idea but im pretty sure its 6 months
Explanation:
becuase i think so
Answer: b. Set higher prices to the students as their demand is relatively more inelastic.
Explanation:
Price elasticity of demand measures the change in quantity demanded to changes in price levels.
If demand is inelastic, a small change in price has a small effect on quantity demanded. An inelastic demand usually has a coefficient of less than 1.
The elasticity of demand for students and senior citizens are both inelastic but that of the students is greater than that of senior citizens. They are less responsive to price changes when compared with senior citizens.
