A business invests 6,000 in equipment to produce a product. Each unit of the product costs $0.90 to produce and is sold for $1.50. How many units of the product must be sold in order for the business to make a profit

a) 60
b) 100
c) 1000
d) 10,000

The business makes a profit of $1.50 -0.90 = $0.60 on each unit. In order for the profit to match the investment in equipment, the number of units sold must be ...

$0.60 · units sold = $6,000

$6,000/$0.60 = units sold = 10,000 . . . . . . divide by the coefficient of units sold

10,000 units of the product must be sold in order for the business to begin making a profit.

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A business invests 6,000 in equipment to produce a product. Each unit of the product costs $0.90 to produce and is sold for $1.50. How many units of the product must be sold in order for the business to make a profita) 60b) 100c) 1000d) 10,000

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A business invests 6,000 in equipment to produce a product. Each unit of the product costs $0.90 to produce and is sold for $1.50. How many units of the product must be sold in order for the business to make a profit

a) 60
b) 100
c) 1000
d) 10,000