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1.Graph the polar equation r=3-2sin(theta)

  1. 1.Graph the polar equation r=3-2sin(theta)2. Find the polar coordinates of 6 radical 3,6 for r > 0. 3. Find the rectangular
  2. 1.Graph the polar equation r=3-2sin(theta)2. Find the polar coordinates of 6 radical 3,6 for r > 0. 3. Find the rectangular
  3. 1.Graph the polar equation r=3-2sin(theta)2. Find the polar coordinates of 6 radical 3,6 for r > 0. 3. Find the rectangular
  4. write the following parametric equations as a polar equationx=t^2 y=2t *r=4cot(theta)csc(theta) *r=2cot(theta)csc(theta)
  5. Eliminate the parameter and write the corresponding rectangular equation whose graph represents the curve.x=4+2cos(theta)
  6. convert to polar: 2xy=3A. r=sqrt(3sin theta cos theta) B. r=sqrt[(3sin theta cos theta)/2] C. r=[3/(2sin theta cos theta)]
  7. What values for theta(0 <= theta <= 2Pi) satisfy the equation? 2sin theta * cos theta + sqrt(3) * cos theta = 0 (1 point) pi/2;
  8. 6) rewrite (x+3)^2+y^2=9 in polar form.A: r^2= 3rsin theta B: r^2= 9rcos theta C: r= -6 cos theta D: r= 3rsin theta 7)Which of
  9. Identify the polar form of the linear equation 4x+3y=10.x=rcos(theta),y=rsin(theta) 4x+3y=4rcos(theta)+3rsin(theta)=10
  10. 1.) Which of the following polar equations is equivalent to the parametric equations below?x=t^2 y=2t A.)