A water balloon of mass 180 grams is launched with an initial (vertical) velocity of 45 meters per second, and is leaking at a rate of 50 grams per second. Assume air resistance is proportional to velocity with coefficient k = 63 grams per second, and use 9.81 meters per second squared for the acceleration due to gravity. Find the velocity of the balloon as a function of time. v(t) =
A water balloon of mass 180 grams is launched with an initial (vertical) velocity of 45 meters per second, and is leaking at a rate of 50 grams per second. Assume air resistance is proportional to velocity with coefficient k = 63 grams per second, and use 9.81 meters per second squared for the acceleration due to gravity. Find the velocity of the balloon as a function of time. v(t) =
Related questions
Question
Transcribed Image Text:A water balloon of mass 180 grams is launched with an initial (vertical) velocity of 45 meters per second, and is leaking at a rate of 50 grams
per second. Assume air resistance is proportional to velocity with coefficient k = 63 grams per second, and use 9.81 meters per second squared for
the acceleration due to gravity.
Find the velocity of the balloon as a function of time.
v(t) =
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 3 steps
