Break even point ( units of the product needs to be sold to achieve a profit )

A company is selling a product at a price of RM40 per unit. Variable cost per unit is RM22 while fixed costs is RM77,000. How many units have to be sold to achieve break-even point?

Price Per Unit (p):RM40

Variable Cost Per Unit (v):RM22

Fixed Costs (FC):77000

x = FC/(p-v)

x = 77000/(40 - 22)

x = 4277.78

Therefore,you will have 4278 units in order to break even point.

ii) How many units of the product needs to be sold to achieve a profit of RM11,000?

How to calculate it ?

Please Help me..

Re: Break even point ( units of the product needs to be sold to achieve a profit )

Quote:

Originally Posted by

**mastermin346** A company is selling a product at a price of RM40 per unit. Variable cost per unit is RM22 while fixed costs is RM77,000. How many units have to be sold to achieve break-even point?

Price Per Unit (p):RM40

Variable Cost Per Unit (v):RM22

Fixed Costs (FC):77000

x = FC/(p-v)

x = 77000/(40 - 22)

x = 4277.78

Therefore,you will have 4278 units in order to break even point.

ii) How many units of the product needs to be sold to achieve a profit of RM11,000?

How to calculate it ?

Please Help me..

You make (p-v) on each item. It costs FC to make a batch of however many items you make.

Profit = (p-v)*N - FC

11000 = (40-22)*N - 77000

88000 = 18*N

N = 88000/18 = 4888.89 so you must sell 4889 items.