Posted by **Brad** on Monday, October 7, 2013 at 7:59pm.

using d^2(h/dt^2=−g+k(dh/dt^2, find an expression for the terminal velocity in terms of k and g? g is the acceleration due to gravity, k is a constant, h(t) is the height of the falling object, dh/dt is its velocity, and d^2(h)dt^2 is its acceleration. And can you explain your answer as well thatd be great!

## Answer This Question

## Related Questions

- Calculus - using d^2(h)/dt^2=−g+k(dh/dt)^2, find an expression for the ...
- Terminal Velocity - How can u determine that a falling object has reached ...
- Physics THRUST - To begin I just need to know how to do thrust. A lunar lander ...
- physics # 7 - 7. An object falling in air experiences a drag force directly ...
- calculus help check and help - if an object with mass m is dropped from rest, ...
- science - Distinguish Between terminal velocity and free fall. Be able to ...
- math - using d2h/dt2=−g+k(dh/dt)^2, find an expression for the terminal ...
- PHYSICS - A light inflexible cable is wrapped around a cylinder of mass m1 , ...
- Physics Classical Mechanics - A light inflexible cable is wrapped around a ...
- Physics - A 4.03-kg object is thrown vertically upward from the surface of Earth...

More Related Questions