While on vacation, the Ferreira family will be driving 5 hours every day. They want to cover at least 240 miles each day. The inequality 5s≥240 expresses the average speed, s, they must maintain in miles per hour. What is the solution of this inequality?(1 point)
s
To solve the inequality 5s ≥ 240 for the average speed, s, we need to isolate s on one side of the inequality symbol.
First, we can divide both sides of the inequality by 5:
5s/5 ≥ 240/5
s ≥ 48
Therefore, the solution to the inequality is s ≥ 48 miles per hour. This means that the Ferreira family must maintain an average speed of at least 48 miles per hour in order to cover at least 240 miles in 5 hours each day while on vacation.
Please read your Textbook, or write notes from your lessons. Please.
To find the solution of the inequality, we need to solve for "s".
Given inequality: 5s ≥ 240
To isolate "s", we can divide both sides of the inequality by 5:
5s/5 ≥ 240/5
This simplifies to:
s ≥ 48
Therefore, the solution to the inequality is s ≥ 48.
To find the solution of the inequality 5s ≥ 240, you need to solve for s.
To isolate s, divide both sides of the inequality by 5:
5s/5 ≥ 240/5
s ≥ 48
Therefore, the solution to the inequality is s ≥ 48. This means that the average speed the Ferreira family must maintain in miles per hour is at least 48.