Graphing Basic Polar Equations - Page 15
Questions
- How do you find the polar coordinates for (-1, -4*π/3)?
- Θ = π/2 Convert the polar equation to rectangular form. ?
- Are there any anglesθsuch that sin(θ) = cosθ? If yes, then determine all such anglesθ. If not, thenexplain why not.
- What is the shape of y=-3?
- How can I solve this? tan^2 x +(√3-1)tan x -√3 =0
- Find all real numbers to satisfy equation? 2sin(x/2)-1=0
- Sin(x+y)= 1, cos (x-y)= #sqrt((3/"2")# find value of x and y?
- Find all real numbers to satisfy equation? Cos(2πx)=0
- How do I factor: cotx^2+4cscx+5 ?
- How do I solve the following equation step by step?
- How do you convert this polar equation to cartesian form?
- Could you please solve me this equation: #1 + sin^3 (x) + cos^3 (x) = 3/2 sin (2x)#?
- Find all real numbers to satisfy equation? sin(πx)=1/2
- How do you graph #r(2 - costheta) = 2#?
- How do you graph the polar equation #r=cos2theta#?
- How to draw graph of #r= 3sintheta+4costheta#?
- How do you graph #r=8sintheta#?
- How do you graph #r=2sin3theta#?
- How do you graph #r=9cos12theta#?