Break-Even Analysis: Solve Systems of Equations

A company sells t-shirts for $20 each and has fixed costs of $2000. If the cost to produce each t-shirt is $10, how many t-shirts must they sell to break even?

• 300

• 250

• 150

• 200

A bakery sells cupcakes for $3 each and has a monthly rent of $600. If the cost to make each cupcake is $1, how many cupcakes must they sell to cover their costs?

• 300

• 150

• 450

• 200

A gym charges a monthly membership fee of $50 and has fixed costs of $3000. If the gym pays $20 per member for maintenance, how many members are needed to break even?

• 80

• 100

• 120

• 150

A concert venue charges $30 per ticket and has fixed costs of $5000. If the cost to host the concert is $15 per ticket sold, how many tickets must be sold to break even?

• 250

• 400

• 300

• 334

A coffee shop sells lattes for $4 each and has fixed costs of $1000. If the cost to make each latte is $1.50, how many lattes must they sell to break even?

• 400

• 500

• 350

• 300

A video game store sells games for $60 each and has fixed costs of $4000. If the cost to purchase each game is $30, how many games must they sell to break even?

• 100

• 134

• 120

• 150

A printing company charges $0.10 per page and has fixed costs of $2000. If the cost to print each page is $0.05, how many pages must they print to break even?

• 40000

• 20000

• 60000

• 100000

A landscaping business charges $100 per job and has fixed costs of $1500. If the cost to complete each job is $40, how many jobs must they complete to break even?

• 15

• 30

• 25

• 20

A clothing store sells jeans for $50 each and has fixed costs of $2500. If the cost to produce each pair of jeans is $20, how many pairs must they sell to break even?

• 60

• 84

• 100

• 70

A tutoring service charges $25 per hour and has fixed costs of $1200. If the cost to pay the tutor is $10 per hour, how many hours must they tutor to break even?

• 80 hours

• 40 hours

• 100 hours

• 60 hours