Question

An airplane is flying at a speed of 525 miles per hour. Which equation represents the situation? Let h = the number of hours spent flying. Let d = the distance traveled. d = 525 + h d = 525h h = d – 525 h = 525d

Answer 1

• Answer: d = 525 * h

The Equation Representing The Situation is:

d = 525 * h

• Explanation:

Make A Plan:

We need to find the Equation representing the relationship between the distance traveled (D) and the number of hours spent flying (H).

• Solve the Problem:

The Airplane is flying at a Constant Speed of 525 Miles Per Hour (mph). However, The Distance Traveled is Equal to the speed Multiplied by the Time Spent Flying.

• Therefore, The Equation Representing the Situation is:

d = 525 * h

• Draw The conclusion:

The Equation Representing The Situation is:

d = 525 * h

I hope this helps you!

Answer 2

The equation that represents the situation is:

d = 525h

In this equation, d represents the distance traveled and h represents the number of hours spent flying. The equation states that the distance traveled (d) is equal to the product of the speed (525 miles per hour) and the number of hours spent flying (h). This equation shows the relationship between the distance and time for the airplane flying at a constant speed of 525 miles per hour.