Question

(03.01 LC) Zavier wants to budget no more than 28% of his $28,950.00 annual salary on rent. Choose the inequality that represents Zavier's maximum amount of monthly rent. Ob Oc d Rent ≤ $675.50 Rent 2 $603.13 Rent < $1,809.38 Rent> $1,809.38​

Answer 1

To find Zavier's maximum monthly rent budget, calculate 28% of his annual salary and then divide by 12 to get the monthly figure, leading to the inequality Rent ≤ $675.50.

Step-by-step explanation:

Zavier wishes to allocate no more than 28% of his annual salary of $28,950.00 towards rent. To find the maximum amount of monthly rent he can budget, we perform the following calculations:

1. Calculate 28% of the annual salary: $28,950.00 × 0.28 = $8,106.00.
2. Convert the annual amount to a monthly amount by dividing by 12: $8,106.00 / 12 ≈ $675.50.

Therefore, the inequality that represents Zavier’s maximum amount of monthly rent is Rent ≤ $675.50.