Question

1. jimmy is planning on going on vacation. he has saved $1012.70, and spends $465.30 on his airplane ticket. write an inequality to represent the situation, and then solve for x. 1b what is the most that jimmy could spend on the rest of his holiday? maximum amount = enter your next step here dollars

Explanation:

Step1: Identify the inequality

The total amount Jimmy can spend (airplane ticket + other expenses) must be less than or equal to his savings. So the inequality is \( 465.30 + x \leq 1012.70 \), where \( x \) is the amount he spends on the rest of the holiday.

Step2: Solve for \( x \)

Subtract \( 465.30 \) from both sides of the inequality:
\( x \leq 1012.70 - 465.30 \)

Step3: Calculate the right-hand side

\( 1012.70 - 465.30 = 547.40 \)

Answer:

The maximum amount Jimmy could spend on the rest of his holiday is \( \$547.40 \).