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1.3- Revenue, costs and profit

Total questions: 12

Worksheet time: 32mins

Name
Class
Date
1.

What is Revenue

a)

Income from selling products or services

b)

The money being paid out for bills

c)

The money kept by an entrepreneur after costs are paid

d)

The selling price of each of the items

2.

What is a fixed cost

a)

Costs that changes with output

b)

Costs that remains the same regardless of output

c)

Costs that change every 6 months

d)

Costs that an entrepreneur fixes in for 12 months

3.

Which two of the following are fixed costs

a)

Rent

b)

Raw materials

c)

Electricity

d)

Water

e)

Advertising

4.

A variable cost changes with output (the more you make the more it costs)

a)

True

b)

False

5.

Which two of the following are variable costs

a)

Raw materials

b)

Rent

c)

Insurance

d)

Water

e)

Advertising

6.

Calculate the revenue if a business sells 20,000 units at £2 each

a)

£4000

b)

£40,000

c)

$40,000

d)

£400,000

7.

Calculate the revenue if a business sells 80,000 units at $2.50 each

a)

$200,000

b)

£200,000

c)

£20,000

d)

$20,000

8.

Business A has £5000 fixed costs per month. The variable costs per item they make and sell is £3. What is the businesses total costs if they make and sell 10,000 units.

a)

£5003

b)

£30,000

c)

£35,000

d)

£25,000

9.

Business B has £1000 fixed costs per month. The variable costs per item they make and sell is £0.50. What is the businesses total costs if they make and sell 6000 units.

a)

£4000

b)

£3000

c)

£1000.50

d)

£2000

10.

Which formula calculates profit.

a)

Revenue - fixed costs = profit

b)

Revenue - variable costs = profit

c)

Revenue - total costs = profit

d)

Revenue - profit = variable costs

11.

Calculate profit from the following figures

Revenue: £40,000

Total cost: £6500

a)

£33,500

b)

£46,500

c)

£30,500

d)

£33,000

12.

Calculate profit from the following figures

Revenue: £100,000

Fixed cost: £10,000

variable cost: £20,000

Total cost: £30,000

a)

£130,000

b)

£40,000

c)

£80,000

d)

£70,000