Joey wants to buy a used car that costs $2500. He has already saved $1200 and makes $50 a week as a dog walker. Write and solve an equation to find the number of weeks, w, he must work until he has enough to purchase the car.

Respuesta :

2500=1200+50w
Hope this helped!

Joey must work 26 weeks until he has enough to purchase the car.

What is an Equation?

An equation is a mathematical statement formed when two algebraic expressions are equated using an equal sign.

The equations are useful in determination of unknown parameters.

Joey wants to buy a used car,

The cost of the car is $2500.

The money he has saved is $1200

The money he makes by walking a dog is $50 per week.

Let w represent the number of weeks.

The equation for the condition can be written as:

The cost of the car is equated with the money he has and the money he earned in w weeks by dog walking.

2500 = 1200 + 50w

To determine the number of weeks he has to work to buy the car, the equation has to be solved for w,

50w = 2500 - 1200

50w = 1300

w = 1300 / 50

w = 26 weeks.

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