Question

Bethany’s car is 250 M Away moving towards you at a constant velocity of 44 m/s. Where is the car after three seconds?

Answer 1

Using the equation of motion for constant velocity, Bethany's car, which starts at 250 meters away and moves at 44 m/s, will be 382 meters from the starting position after three seconds.

Step-by-step explanation:

To find out where Bethany's car is after three seconds, we can use the equation of motion for an object moving at a constant velocity. The equation we'll use is:

x = xo + vt

where x is the final position, xo is the initial position, v is the velocity, and t is the time.

Given that Bethany's car is initially 250 meters away and moving towards you at a constant velocity of 44 meters per second, the position of the car after three seconds can be calculated as follows:

x = 250 m + (44 m/s * 3 s)

x = 250 m + 132 m

x = 382 m

After three seconds, Bethany's car will be 382 meters from the starting position.