Dan’s dog-walking job pays $15 per hour. His job as a car-wash attendant pays $400 each week. Dan wants to know how many hours he needs to spend walking dogs to earn more than $520 in a week. Which three inequalities can model this situation? Select all the correct answers. x(15 + 400) > 520 520 < 400 + 15x 15x > 120 15x + 520 > 400 520 < 15x + 400x 15x + 400 > 520

Respuesta :

Answer:

an needs to walk dogs for at least 9 hours in order to earn more than $520 a week.

Step-by-step explanation:

Since his car wash attendant job pays $400 a week then you can subtract that from your final revenue.

$520-$400=$120

Now, to find out how many hours he has to walk dogs for in order to earn more than $520, you need to know some basic multiplication so...

$15×8=$120

...but he needs to earn MORE than $520 so...

$15×9=$135

$400+$135=$535.

Answer:

answer for plato

Step-by-step explanation:

520∠400+15x

15x⊃120

15x+400⊃520

explanation

Explanation:

Write Dan’s earnings as an expression. Since he wants to know how many hours he needs to walk dogs, let this quantity be x:

15x + 400.

Dan wants to earn more than $520 in a week, so this expression is greater than 520:

15x + 400 > 520.

If 400 is subtracted from 520, the result is true:

15x > 120.

Also, the first inequality can be rearranged:

520 < 400 + 15x.

ACCESS MORE
ACCESS MORE
ACCESS MORE
ACCESS MORE