Question

Lena sells two types of fidget toys. The price for each Fidget A is x and the price for each Fidget B is y. Write an equation that will let her earn a profit of $3500 if she sells 20 of Fidget A and 60 of Fidget B.

a) 20x + 60y = 3500
b) 3500 = 20x + 60y
c) 3500 = xy - 20 + 60
d) (20 + 60)xy = 3500

Answer 1

The equation that will let Lena earn a profit of $3500 if she sells 20 of Fidget A and 60 of Fidget B is option a) 20x + 60y = 3500. This equation can be used to calculate the values of x and y to meet the profit target.

Step-by-step explanation:

The equation that will let Lena earn a profit of $3500 if she sells 20 of Fidget A and 60 of Fidget B is option a) 20x + 60y = 3500.

In this equation, x represents the price for each Fidget A and y represents the price for each Fidget B. The equation states that for 20 Fidget A toys and 60 Fidget B toys sold, the total profit will be $3500.

This equation can be used to calculate the values of x and y to meet the profit target.