velocity = \\frac{displacement}{time} v = \\frac{\\delta x}{\\delta t} 1. grace rides her horse with a…

velocity = \\frac{displacement}{time} v = \\frac{\\delta x}{\\delta t} 1. grace rides her horse with a constant velocity of 20 km/h. how far can she travel in 1 hour? \\delta t = 1h \\delta x = v\\times\\delta t \\delta x = 20\\times1 20km 2. an airplane flies with a constant velocity of 788 km/h. how far can it travel in 3.75 hours? \\delta x = v\\times\\delta t = 788\\times3.75 = 788\\times km joseph rides his bike with a constant velocity of 11 kilometers per hour. how far can he travel in hours? v = 11 ncy roller skates with a constant velocity of 16 meters per minute. how long will she take ance of 60 meters?

velocity = \\frac{displacement}{time} v = \\frac{\\delta x}{\\delta t} 1. grace rides her horse with a constant velocity of 20 km/h. how far can she travel in 1 hour? \\delta t = 1h \\delta x = v\\times\\delta t \\delta x = 20\\times1 20km 2. an airplane flies with a constant velocity of 788 km/h. how far can it travel in 3.75 hours? \\delta x = v\\times\\delta t = 788\\times3.75 = 788\\times km joseph rides his bike with a constant velocity of 11 kilometers per hour. how far can he travel in hours? v = 11 ncy roller skates with a constant velocity of 16 meters per minute. how long will she take ance of 60 meters?

Answer

Explanation:

Step1: Identify the formula

The formula for displacement is $\Delta x = v\times\Delta t$, where $v$ is velocity and $\Delta t$ is time.

Step2: Solve for the airplane's displacement

Given $v = 788$ km/h and $\Delta t=3.75$ h. Substitute into the formula: $\Delta x=788\times3.75 = 2955$ km.

Answer:

2955 km