Find dy/dt if x = cos[t] and y = the square root of 3 and t = 2pi/3
K kggirl New member Joined Oct 5, 2005 Messages 43 Oct 13, 2005 #1 Find dy/dt if x = cos[t] and y = the square root of 3 and t = 2pi/3
M Matt Junior Member Joined Jul 3, 2005 Messages 183 Oct 13, 2005 #2 dy/dt = 0 dy/dx = (dy/dt)/(dx/dt) = 0/sin[t] = 0
K kggirl New member Joined Oct 5, 2005 Messages 43 Oct 13, 2005 #3 Matt said: dy/dt = 0 dy/dx = (dy/dt)/(dx/dt) = 0/sin[t] = 0 Click to expand... I entered the problem wrong it should be: Find dy/dx if x = cos[t] and y = the square of 3cos[t] and t = 2pi/3
Matt said: dy/dt = 0 dy/dx = (dy/dt)/(dx/dt) = 0/sin[t] = 0 Click to expand... I entered the problem wrong it should be: Find dy/dx if x = cos[t] and y = the square of 3cos[t] and t = 2pi/3
M Matt Junior Member Joined Jul 3, 2005 Messages 183 Oct 13, 2005 #4 http://www.freemathhelp.com/forum/viewtopic.php?t=8494