Questions LLC
Login
or
Sign Up
Ask a New Question
Questions
Math
find the deriviative of
(4/3pi)(sin3t) + (4/5pi)(cos5t)
1 answer
cos 3t * 4PI - 4PI sin 5t
You can
ask a new question
or
answer this question
.
Related Questions
What values for theta(0 <= theta <= 2pi) satisfy the equation?
2 sin theta cos theta + sqrt 3 cos theta = 0 a. pi/2, 4pi/3,
Write z = 2(sqrt)2 + 2(sqrt)2i in polar form.
z = 4(sqrt)2 (cos pi/4 + i sin pi/4) z = 4 (cos pi/4 + i sin pi/4) z = 4 (cos 5pi/4
Find the exact length of the curve.
x = 5cost - cos5t, y = 5sint - sin5t, 0 < t < pi
Which value for x is a solution to cosx = sqrt of 2/2?
a) -9pi/4 b) 3pi/4 c) -3pi/4 d) 4pi/3 What is the first step I should do?
Which angles are coterminal with pi/6?
Chose all answers that are correct. A. 5pi/6 B.13pi/6 C.-5pi/6 D.-11pi/6 I think its A and
find the dy/dx of s(t)= (4/3pi)sin3t+(4/5pi)cos5t
3). The shaded region is bounded by the y-axis and the graphs of y=1+√x, y=2. Find the volume of the solid obtained by
Find all points of extrema on the interval [0, 2pi] if y=x+sinx
(-1.-1+(3pi/2)) (pi, pi) (-1,0) ((3pi/2), 0) none of these I got
Find the slope of the tangent line to the curve
2sin(x) + 6cos(y) - 6sin(x)cos(y) + x = 3pi at the point (3pi, 7pi/2) Thank you
Find the intervals [0,2pi] where the epicycloid, vector function r(t)=<5cost-cos5t, 5sint-sin5t> is smooth.