melissafernandezsarm
contestada

You rake leaves in your neighborhood after school and earn $6.50 per yard you rake. How many yards do you need to rake to earn at least $52? What equation models this situation?

A. at least 45 yards; y + 6.5 ≥ 52.00,
y = number of yards raked

B. at most 8 yards; 6.50y 52.00,
y = number of dollars earned

C. at least 8 yards; 6.50y ≥ 52.00,
y = number of yards raked

D. at most 52 yards; y − 6.5 > 52.00,
y = number of dollars earned

Respuesta :

Answer:

8 yards

52 dollars

8 yards

338 dollars

Step-by-step explanation:

francocanacari

At least 8 yards of leaves must be raked to earn at least $ 52, which is graphed by the equation 6.50Y ≥ 52.00, so the correct answer is C.

Given that you rake leaves in your neighborhood after school and earn $6.50 per yard you rake, to determine how many yards do you need to rake to earn at least $ 52 and what equation models this situation must perform the following calculation:

  • 52 / 6.5 = X
  • 8 = X

Therefore, at least 8 yards of leaves must be raked to earn at least $ 52, which is graphed by the equation 6.50Y ≥ 52.00.

Learn more in https://brainly.com/question/23149234

Otras preguntas