Graphing Basic Polar Equations - Page 3
Questions
- How do you graph #r=8sintheta#?
- How do you graph #r=-8#?
- How do you graph #theta=-(5pi)/6#?
- How to draw graph of #r= 3sintheta+4costheta#?
- How can I solve this? tan^2 x +(√3-1)tan x -√3 =0
- How do you graph #r=2sintheta#?
- How do you graph #r=4sin7theta#?
- How do you use Demoivre's theorem to show that #sin6theta=sin2theta(3-4sin^2theta)(1-4sin^2theta)#?
- How do you find the area ( if any ) common to the four cardioids #r=1+-cos theta and r = 1+-sin theta#?
- How do you graph #r=1#?
- How do you graph #r=-4theta#?
- How do you graph the polar equation #r=-3sintheta#?
- How do you graph the polar equation #r^2=9sin2theta#?
- The general form for a limacon is #r=a+bcostheta# or #r=a+bsintheta#. When will a limacon have an inner loop?
- How do you graph the polar equation #3=rcos(theta+90^circ)#?
- Citing examples and making graphs, how do you explain that #f(r, theta;a,b,n,alpha )=r-(a + b cos n(theta- alpha) )=0# represents a family of limacons, rose curves, circles and more?
- How do you make a graph of the rosy limacon #r = 1 + 2 cos 3theta#?
- How do you find the polar equation to the tangent, at #theta = pi/12#, on #r = sin 3theta#?
- How do you graph #2=r cos(θ + 180°)#?
- How do you graph the polar equation #r=cos2theta#?