Calculus

Find the limit of the sequence .

Started by Frost2351

Find, if it exists, the limit of the sequence , where k is a positive constant.

Started by cherise1989

The sequence is defined recursively by a1 = , an+1 = , n = 1, 2, 3,...Assuming the sequence ...

Started by Mimi

Let an = , n = 1, 2, 3,...Which of the following statements about the sequence is true?

Started by Hungry!

Which of the following descriptors apply to the sequence ?(a)increasing (or ultimately ...

Started by student77

Which of the following descriptors apply to the sequence ?(a)increasing (or ultimately ...

Started by plus1

Which of the following descriptors apply to the sequence ?(a)increasing (or ultimately ...

Started by DyllonKazuo

Which of the following descriptors apply to the sequence ?(a)increasing (or ultimately ...

Started by CQXA

Find the area bounded by the smaller loop of the curve r = 1 + 2 sin().

Started by brutforce

Find the area of the region lying inside the circle r = sin and outside the lemniscate .

Started by Hungry!

Find the slope of the spiral curve r = at = .

Started by anjilletteb

Find the area swept out by line segments from the origin to the curve r = tan from = 0 to = .

Started by burton19126

Find the area bounded by one petal of the flower r = a cos(5).

Started by Cooldude101

Find the area bounded by the polar curve r = sin(3).

Started by jessicacav

Find the area of the surface generated by rotating the lemniscate r2 = a2 cos(2) about the line = 0.

Started by corkyiscool3328

Find the length of r = e2 from = 0 to = 2.

Started by evelyn o bentley

Find the arc length of r = sin3 from = 0 to = .

Started by debasdf

Sketch the polar graph of r = 2 + 3cos(), 0 2.

Started by cnetterville

Sketch the polar curve r = 4 sin(3).

Started by chads108

True or False: If the equation f() = g() has no solutions, then the polar curves and do not intersect.

Started by RYAN BANYAN

Convert to Cartesian coordinates the polar equation r2 = .

Started by misspop

Transform the polar equation r = 1 + 2 cos to rectangular coordinates.

Started by nevelica

Find the points of intersection of the polar curves r = 4(1 + cos) and r(1 - cos) = 3.

Started by D2AR0N

Convert the polar equation r = a sin + b cos to rectangular coordinates and identify the curve it represents.

Started by EY67

Describe the graph of the polar equation r = 6(sin + cos ).

Started by itsmyluck