Polar Coordinates
Polar Equations
Integrals
Random
100
When (-3, 60o) is converted to rectangular coordinates, it would lie in this Quadrant.
What is Quadrant III?
100
The graph of this polar equation has _____ petals.
What is 5?
100
int cos x dx
What is sin x + C
100
Does n=1Sum(infinity) 2^n/n! converge or diverge?
Converges
200
Convert into rectangular coordinates.
What is (0, -5)?
200
When converted into rectangular form, the center of the circle r = 10 is ______.
What is (0, 0)?
200
int sec^2 x dx
tan x + C
200
Does n=1Sum(infinity) (1/1+n)^n converge or diverge?
Converges
300
Convert into rectangular coordinates.
What is (-7, 0)?
300
When converted to rectangular form, the length of the radius of this circle is ______________.
What is
300
int (csc x cot x dx)
What is -csc x + C
300
sec^2(x)-1=
tan^2(x)
400
Which of these is a possible polar coordinate that matches the rectangular coordinate (2, 6)?
What is 
400
Convert into polar form: y = x + 1
What is
400
int arctan x dx
What is x arctan x-1/2ln|1+x^2|+C
400
If the dot product of two vectors = 0, then they are
orthogonal
500
The distance between these polar coordinates:
What is 4.1?
500
Convert to rectangular form. The slope of the line is ______.
What is -2?
500
int sin^2 (theta) dtheta
what is x/2-(1/4sin(2theta)+C)
500
The Macluarin Series for f(x)=e^x about x=0
What is n->sum(infinity) x^n/n!