In Exercises 19-20, suppose that a ball is rolling down a ramp. The distance traveled by the ball is given by the function in each exercise, where t is the time, in seconds, after the ball is released, and s(t) is measured in feet. For each given function, find the ball’s average velocity from a. t 1 = 3 to t 2 = 4. b. t 1 = 3 to t 2 = 3.5. c. t 1 = 3 to t 2 = 3.01. d. t 1 = 3 to t 2 = 3.001. s ( t ) = 12 t 2
In Exercises 19-20, suppose that a ball is rolling down a ramp. The distance traveled by the ball is given by the function in each exercise, where t is the time, in seconds, after the ball is released, and s(t) is measured in feet. For each given function, find the ball’s average velocity from a. t 1 = 3 to t 2 = 4. b. t 1 = 3 to t 2 = 3.5. c. t 1 = 3 to t 2 = 3.01. d. t 1 = 3 to t 2 = 3.001. s ( t ) = 12 t 2
Solution Summary: The author calculates the ball's average velocity for distance s(t) in feet, travelled by a ball rolling down the ramp.
In Exercises 19-20, suppose that a ball is rolling down a ramp. The distance traveled by the ball is given by the function in each exercise, where t is the time, in seconds, after the ball is released, and s(t) is measured in feet. For each given function, find the ball’s average velocity from
A vector with magnitude 5 points in a direction 190 degrees counterclockwise from the positive x axis.
Write the vector in component form, and show your answers accurate to 3 decimal places.
||A||=23
45°
Find the EXACT components of the vector above using the angle shown.
Given ƒ = (10, -10) and q = (-8, −7), find ||ƒ— q||
and
dƒ-9.
Give EXACT answers. You do NOT have to simplify your radicals!
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