sin z 0 dz, where C is the positively oriented circle of radius 1, |z| = 1. %3D

Q: length of the curve r = 4 sin 20 for ÷sos 6 2

A: To find the length of the curve r=4 sin 2θ for π6≤θ≤π2.

Q: $ Evaluate clockwise. positiver sin z 22 +1 dz where y is circle C(0, 2) traversed once and counter-

A:

Q: r = 6cos0 eğri 40 - parçasının uzun O A) 2n O B) 8T OC) 12n O D) 67 O E) 4T

A:

Q: Show that the curves r = a sin θ and r =  a cos θ intersectat right angles.

A:

Q: sinx.coshy+icosx.sinhy is analytic or not

A:

Q: Show that the graph of the equation r=2a cos θ,a>0, is a circle of radius a with center at (0,a)…

A: Given: r=2a cos θa>0

Q: Locate the center of the curve r = 4(sinθ + cosθ)

A: NOTE: Refresh your page if you can't see any equations. . the given curve is ...............(1)

Q: Trace the curve r² = 4cos⁴(theta) tan²(theta)

A: The given curve is r2=4cos4θtan2θ

Q: Sketch the cardioid r = 3 cos 0 and find the coordinates of the points on the cardioid where the…

A: Given polar equation is r=3cosθ

Q: Trace the curve: r = 2+3 cos 0.

A: