Ask a New Question

Question

Calculate the velocity and acceleration vectors, and speed for r(t)=⟨cos(6t),sin(t),sin(6t)⟩ when t=5π/6 .

6 years ago

Answers

oobleck
r(t)=⟨cos(6t),sin(t),sin(6t)⟩
v = r' = <-6sin(6t),cos(t),6cos(6t)>
a = r" = <-36cos(6t),-sin(t),-36sin(6t)>
Now just plug in t=5π/6 (6t=5π)
and recall that speed is |v|
6 years ago
Anonymous
10 miles per hour south
4 years ago

Related Questions

Calculate the velocity of a 20kg object that is dropped from a height h above the Earth, where h is... calculate the velocity of 10 meters per second with an angle of 30 degrees calculate r.m.s velocity of he molecule at 300k.also calculate the total k.e(in calories)of the mole... Calculate the velocity of a rock that weighs 48 grams dropped from a height of 355 meters, gravity 9... Determine the velocity and acceleration as functions of time, t, for s(t) = 45t − 5t^2, where s(t)... Calculate the velocity of a skateboarder who accelerates from rest for 6.7 seconds down a ramp at an... calculate the velocity of the players just after the tackle Calculate the velocity of a car traveling 0.75ters in 2.5 seconds using meters/second (m/s) 0.3 m/s... Force(F), velocity (V) and acceleration (A) are taken as the fundamental units instead of mass, leng...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use