8. The function below could represent which of the following scenarios?
A. The amount of gas in a car as it travels at 65 mph on
the interstate over a distance of 100 miles.
B. The acceleration of a car from a stop to 65 mph.
C. The braking of a car from 65 mph to a stop.
D. The distance the car has traveled from it starting point
moving at 65 mph.

How can you solve an equation with a variable on both sides? complete the explanation. you can solve the equation by using *(blank)* operations to get the variable terms on one side of the equal sign and the constant terms on the *(blank)* side. then *(blank)* both sides by the coefficient of the resulting variable term.

Use the distance formula to determine the distance that point q is from r on the hypotenusebased on a 2-3 ratio.i need asap !

Will mark brainliest if you answer ! the taco shop sold 198 lunches friday. this number is 3 more than 3 times the number they sold monday. let n represent the number of lunches sold monday. which equation shows an equality between two different ways of expressing the number of lunches sold on friday? a. n – 3 = 198 b. 3n – 3 = 198 c. 3n + 3 = 198 d. n + 3 = 198