Question

Juanita has saved $65 for vacation. She plans to save an additional $5 per week. How many weeks will it take for Juanita to save a total of $125? Write and solve an equation. Insert symbol character

Answer 1

125 = 5x + 65

It will take 12 weeks to save up enough money.

Explanation:

y = 5x + 65

The y is the amount of money that Juanita needs. The x represent the number of weeks.

125 = 5x + 65 Subtract 65 from both sides

125 - 65 = 5x + 65 - 65

60 = 5x Divide both sides by 5

`(60)/(5)` =
`(5x)/(5)`

12 = x

Helping in the name of Jesus.

Answer 2

12 weeks

Explanation:

• Juanita saves $5 per week, and she wants to reach a total of $125.
• She already has $65 saved.

• To find out how many weeks it will take for her to reach $125, we can set up the equation:

$65 + $5w = $125

• Now, let's solve for "w," which represents the number of weeks:

$5w = $125 - $65

$5w = $60

w = $60 / $5

w = 12

So, it will take Juanita 12 weeks to save a total of $125.