SOLUTION: Differentiate the following functions with respect to t: i) y = 2t^2. Cos(t) ii) y = Cos(t)/Sin(t) iii) y = e^pi t - e^-pi t Thanks!
Algebra
.Com
Question 77908
:
Differentiate the following functions with respect to t:
i) y = 2t^2. Cos(t)
ii) y = Cos(t)/Sin(t)
iii) y = e^pi t - e^-pi t
Thanks!
Answer by
Edwin McCravy(20060)
(
Show Source
): You can
put this solution on YOUR website!
Differentiate the following functions with respect to t: i)
ii)
iii)
Edwin
RELATED QUESTIONS
Given cos(t)=-3/4 with pi < t < {3pi}/{2}, find the values of the following...
(answered by
lwsshak3
)
Please help!! Differentiate the following function with respect to t. y = 5/t^2 +...
(answered by
stanbon
)
Use the given information to find each value cos t = 5/13 , 0 < t < pi/2 cos 2t=
(answered by
lwsshak3
)
If cos(t)=4/5, evaluate (i)cos(pi-t) and...
(answered by
stanbon
)
if sin(t) = 1/5 and pi/2 less than equal to t less than equal to pi, determine the...
(answered by
Alan3354
)
Find parametric equations for the rectangular equation x² + y² = 4. x = cos(2t), y =...
(answered by
ikleyn
)
Use the given information to find each value: cos t = 3/5, 0 < t < pi/2 (a) cos 2t...
(answered by
KMST
)
Suppose cos(t)=-1/3 and sin(t)<0 Use appropriate identities to find each of the...
(answered by
KMST
)
Hi, I have 2 questions, Im so coonfused. 1) Let P be the point on the unit circle
(answered by
edjones
)