Converting Equations from Polar to Rectangular
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Converting Equations from Polar to RectangularQuestions
- What is the polar equation of a horizontal line?
- What is the polar equation for #x^2+y^2=9#?
- How do I graph a polar equation?
- How do I find the polar equation for #y = 5#?
- What is a polar equation?
- How do I find the polar equation for #x^2+y^2=7y#?
- How do I convert the polar equation #r=10# to its Cartesian equivalent?
- How do I convert the polar equation #r=10 sin theta# to its Cartesian equivalent?
- How do you convert polar equations to rectangular equations?
- How do you convert #r=6cosθ# into a cartesian equation?
- How do you convert #r^2 = 4 sin θ# into a cartesian equation?
- How do you convert #r = 3sin(theta)# into a cartesian equation?
- How do you convert the rectangular equation ##(x - 2)^2 + y^2 = 9# into polar form?
- How do you find an equivalent equation in rectangular coordinates #r = 1 + 2 sin x#?
- How do you find an equivalent equation in rectangular coordinates #r = -3 + 5 cos x #?
- How do you write the cartesian equation for #r=1-3cosx#?
- How do you write the cartesian equation for #r=1+3sinx#?
- How do you write the rectangular equations for #r=sin(theta)+1#?
- How do you write the rectangular equations for # r=4#?
- How do you convert #r^2 = x^2 + y^2# into a cartesian equation?
- How do you convert #r = 2a cosθ# into a cartesian equation?
- How do you change, this polar form equation #r(2 + cos theta) = 1# to Cartesian form?
- How do you find rectangular coordinate of #r=3#?
- How do you convert #r = 8 sin θ# into rectangular equations?
- How do you convert #r=1+2sin θ# into a rectangular equations?
- How do you convert #rsinθ=10# into a rectangular equations?
- How do you convert #r = 1-2 cosθ# into rectangular forms?
- Question #0facc
- Question #dc792
- What is the rectangular coordinate form of the polar coordinates #(r, pi/6)# ?
- Circle in polar coordinates ?
- How do you convert #r = 2 sin theta# into cartesian form?
- How do you convert #Theta=-pi/6# into cartesian form?
- How do you convert #X + Y = 0# into polar form?
- How do you convert #(-5, -5)# into polar form?
- How do you convert #r = 8 sin theta# into cartesian form?
- How do you convert #(0, -5)# into polar form?
- How do you convert #(r^2)(sin2theta)=2# into cartesian form?
- How do you convert #r=5.47193-.51793sin(1.5154x+90)# into cartesian form?
- How do you convert # (6, 3/2 pi) # into cartesian form?
- How do you convert #r = 1 - sin (theta) # into cartesian form?
- How do you convert #x^2+(y-4)^2=16# into polar form?
- How do you convert #(6, 6)# into polar form?
- How do you convert # (−1, 5)# into polar form?
- How do you convert #(−2, −9)# into polar form?
- How do you convert #(0, −4) # into polar form?
- How do you convert #rsin(theta)=ln(r)+ln[cos(theta)]# into cartesian form?
- How do you convert #r = 4csc(x)# into cartesian form?
- How do you convert #(-2,-2)# into polar form?
- How do you convert #x^2/4 + y^2 = 4# into polar form?
- How do you convert #r = -2 csc Ө# into cartesian form?
- How do you convert #r = 12/(4 + 8 sinx)# into cartesian form?
- How do you convert #r(2 - cosx) = 2# into cartesian form?
- How do you convert #r = 5# into cartesian form?
- How do you convert #r sec theta = 3# into cartesian form?
- How do you convert #r = 2sintheta - costheta# into cartesian form?
- How do you convert #x^ 2 + y ^2 + 3y = 0# into polar form?
- How do you convert #r = 16 / 3 -5 cos theta# into cartesian form?
- How do you convert # r= cos^2(theta/2)# into cartesian form?
- How do you convert # (7, 5/6 π)# into cartesian form?
- How do you convert #r=2/(3cos(theta)-5sin(theta))# into cartesian form?
- How do you convert #(x^2 + y^2)^2 = 4(x^2-y^2)# into polar form?
- How do you convert #r=4tanθ# into cartesian form?
- How do you convert #r = 3 sec ( pi/3 - theta) # into cartesian form?
- How do you convert # r = csc^2 (theta) # into cartesian form?
- How do you convert #r = sec(θ + π/4)# into cartesian form?
- How do you convert #(-1/2, -sqrt3/2)# into polar form?
- How do you convert #r=4sec(theta)(1+ tan(theta))# into cartesian form?
- How do you convert #(4, 0)# into polar form?
- How do you convert #(0, - 3)# into polar form?
- How do you convert # y=x# into polar form?
- How do you convert #r=6/(2-cos(theta))# into cartesian form?
- How do you convert #r = 15 / (6sin(theta) + 43cos(theta)) # into cartesian form?
- How do you convert #r cos(θ) = 9# into cartesian form?
- How do you convert #(2, 3pi/4)# into cartesian form?
- How do you convert #( 6, pi/ 6) # into cartesian form?
- How do you convert # (1, (3pi )/ 4) # into cartesian form?
- How do you convert #(-2, pi)# into cartesian form?
- How do you convert #r = 8 + 5cos(theta)# into cartesian form?
- How do you convert #(2, pi/2)# into cartesian form?
- How do you convert #r(4sintheta - cos theta) = 1# into cartesian form?
- How do you convert #r = -4csc(theta)# into cartesian form?
- How do you convert #r=3*csc(theta)# into cartesian form?
- How do you convert #r=cotthetacsctheta# into cartesian form?
- How do you convert #r=100/(3-2costheta)# into cartesian form?
- How do you convert #9x²-4y²=36# into polar form?
- How do you convert #r=3# into polar form?
- How do you convert #r=8cos(theta)# into cartesian form?
- How do you convert # r= 2/(3cos(theta)-7sin(theta))# into cartesian form?
- How do you convert #r(2 + costheta) = 1# into cartesian form?
- How do you convert # x=y²-6y+11 # into polar form?
- How do you convert #x^2/36 + y^2/100 = 1 # into polar form?
- How do you convert #r= 45 / (5sin(t)+36cos(t)) # into cartesian form?
- How do you convert # r=2sin(theta)# into cartesian form?
- How do you convert #r=1+0.5cos2(theta)# into cartesian form?
- How do you convert #(-4, (5pi/4))# into cartesian form?
- How do you convert #r=4sin theta# into cartesian form?
- How do you convert #(7, (5pi)/6)# into cartesian form?
- How do you convert #x^2 = 6y# into polar form?
- How do you convert #r^2 = sin 2(theta)# into cartesian form?
- How do you convert #9r=4cos(theta)# into cartesian form?
- How do you convert #(1, sqrt3)# into polar form?
- How do you convert #e^-4i# into cartesian form?
- How do you convert #e^3e^{-4i}# into cartesian form?
- How do you convert #e^(3-4i)# into cartesian form?
- How do you convert #r^2sin2t=2# into cartesian form?
- How do you convert #(1, pi/4, 2)# into spherical form?
- How do you convert #R=6/(2+cos(theta))# into cartesian form?
- How do you convert # r = 1 - cos theta# into cartesian form?
- How do you convert #r=2sin theta + cos theta# into rectangular form?
- How do you convert #r = 1 + 2costheta# into rectangular form?
- How do you convert #r^2=cos4theta# into cartesian form?
- How do you convert #y^2= 4(x+1)# into polar form?
- How do you convert #(x^2 + y^2)^2 = 4(x^2- y^2)# into polar form?
- How do you convert #(3sqrt(2), 3sqrt(2))# into polar form?
- How do you convert #r = 7# into cartesian form?
- How do you convert #{2, (7pi)/6}# into cartesian form?
- How do you convert #x^2+y^2=z# into spherical and cylindrical form?
- How do you convert #r² = costheta# into polar form?
- How do you convert #(2sqrt3, 2)# into polar form?
- How do you convert #x^2+y^2=9# into cartesian form?
- How do you convert #(2, -3)# into polar form?
- How do you convert #r= 1/(6cosθ-2sinθ)# into cartesian form?
- How do you convert #r^2cos(2theta)=1# into cartesian form?
- How do you convert #theta=(2pi)/3# into cartesian form?
- How do you convert #r=2/(1+sin(theta))# into cartesian form?
- How do you convert #r=6/(2-3sin(theta))# into cartesian form?
- How do you convert #(3,pi/3) # into cartesian form?
- How do you convert #r=6sectheta# into cartesian form?
- How do you convert #(-sqrt3,-1)# into polar form?
- How do you convert #X+2Y-4=0# into polar form?
- How do you convert #r(2 + cos theta) = 1# into cartesian form?
- How do you convert #r = 5 csctheta# into cartesian form?
- How do you convert #(1,-2)# into polar form?
- How do you convert #r = 1/(1-cos(theta))# into cartesian form?
- How do you convert #(x-3)^2+(y+4)^2=25# into polar form?
- How do you convert #r=6cos(theta) -8sin(theta)# into cartesian form?
- How do you convert #Y=4x^2# into polar form?
- How do you convert #Y^2=8x# into polar form?
- How do you convert #x=2# into polar form?
- How do you convert #(sqrt2, 1)# into polar form?
- How do you convert #r^2 = 9cos5(theta)# into cartesian form?
- How do you convert #r=-4cos(theta)# into cartesian form?
- How do you convert #(2sqrt(2), pi/6)# into cartesian form?
- How do you convert #θ = 6π# into cartesian form?
- How do you convert #x^2+y^2 - 2y=0# into polar form?
- How do you convert #r=1/2costheta# into cartesian form?
- How do you convert # r= -2# into cartesian form?
- How do you convert # (-1,1)# into polar form?
- How do you convert #(2,(-7pi)/6)# into cartesian form?
- How do you convert #x=3# into polar form?
- How do you convert #r^2 theta=1# into cartesian form?
- How do you convert #(theta)=(-7pi)/4# into cartesian form?
- How do you convert #r= 2 sin r + 2 cos r# into cartesian form?
- How do you convert # r = 4/cos(theta)# into cartesian form?
- How do you convert #(2,-1)# into polar form?
- How do you convert #(-4,-4)# into polar form?
- How do you convert #θ = (3 pi )/ 4# into cartesian form?
- How do you convert #r= sec theta# into cartesian form?
- How do you convert #(6, 2pi)# into cartesian form?
- Question #6d2c2
- How to factor #f(x)=1/2x^2+5/2x-3/2#?
- How do you convert r = 1 + cos (theta) into rectangular form?
- Question #07bcc
- Question #90b3f
- Question #e7954
- Question #5b70d
- Question #81c68