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Aleksandr-060686 [28]
3 years ago
9

Assume that Leyia and Larry could be persuaded not to begin a family for another five years. What specific budgeting recommendat

ions would you give them for handling (i) their fixed expenses and (ii) their variable expenses to prepare financially for an anticipated $2,400 loss of income for 18 months as well as the expenses for the new baby.
Business
1 answer:
xxMikexx [17]3 years ago
7 0

Answer:

The budgeting recommendations will be cutting the expenses on feeding, groceries and every other expenses, in other to save over the next five years. This will prepare Leyia and Larry beforehand to begin a family and also, mitigate hosterity effects of their variable expenses financially for an anticipated $2,400 loss of income for 18 months as well as the expenses for the new baby.

Explanation:

Beginning a family can be a tough task for low income earners. Leyia and Larry will need to wait for five years and cut their expenses( Every expenses) over this waiting period of five years. By so doing, they will have saved enough money to carter for the expenses of new baby.

Also, a $2,400 loss of income, in 18 months is anticipated. Cutting of expenses over the period of five years will reduce the financial hardship effects on the family which Leyia and Larry will begin, after the stipulated five years.

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Answer:

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Explanation:

a.

Fixed costs are the expenses that do not change with the level of output, while the variable costs depend on the amount of output produced. The fixed costs typically stay the same with the production levels. The variable costs on the other hand change as the production changes.

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b.

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c.

The fixed costs=$1,000,000 since they don't vary with the sales. Sales is a direct function of the output.

d. The break even point is the point at which the Revenue from sales equal the costs. This can be expressed as;

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Revenue=3,200×n=3,200 n

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number of units=n

replacing;

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Since at break-even point, revenue equals cost;

3,200 n=1,280 n+1,000,000

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Number of units is approximately 521 at break-even

Break-even level of units=521 units

e.

Break-even sales=price per unit×break-even level of units

where;

price per unit=$3,200

break-even level of units=521 units

replacing;

Break-even level of sales=3,200×521=$1,667,200

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