SAT Math: Algebra

John wants to save more than 500. Let s$ represent the amount John saves. Which inequality represents this situation?

Solve the inequality: $x + 5 > 10$

Solve the inequality: 3x + 5 > 14

A sign at a carnival reads: 'You must be at least 48 inches tall to ride the rollercoaster.' If $h$ represents the height of a person in inches, which inequality represents the height requirement for the rollercoaster?

Solve the inequality: $y - 3 \le 7$

A store sign says, 'Maximum occupancy: 50 people.' If $p$ represents the number of people in the store, which inequality represents the occupancy limit?

To avoid late fees, a library book must be returned in no more than 14 days. Let $d$ represent the number of days the book is kept. Which inequality represents this situation?

A company specifies that its product's weight must be less than 2 kilograms. If $w$ represents the weight of the product in kilograms, which inequality represents this requirement?

A student can spend at most 3 hours on homework. If $t$ represents the time spent on homework in hours, which inequality represents this constraint?

Solve the inequality: $-3x + 6 > 12$