Converting Coordinates from Polar to Rectangular
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Converting Coordinates from Polar to RectangularQuestions
- What is the formula for converting polar coordinates to rectangular coordinates?
- How do I convert polar coordinates #(5, 30^circ)# to rectangular coordinates?
- How do I convert polar coordinates #(3.6, 56.31)# to rectangular coordinates?
- How do I convert polar coordinates #(10, -pi/4)# to rectangular coordinates?
- How do I convert polar coordinates #(4,-pi/3)# to rectangular coordinates?
- How do I convert polar coordinates #(6, 60^circ)# to rectangular coordinates?
- How do I convert polar coordinates #(-4, 230^circ)# to rectangular coordinates?
- What is the Cartesian equivalent of polar coordinates #(sqrt97, 66^circ)#?
- What is the Cartesian equivalent of polar coordinates #(2, pi/6)#?
- What is the Cartesian equivalent of polar coordinates #(7, pi)#?
- Are there more than one way to convert Polar to Rectangular coordinates?
- How do you write #3(cos(90)+isin(90))# in rectangular form?
- How do you convert #(cos120+isin120) to its rectangular form?
- How do you convert the polar coordinate (-2,5pi/4) into cartesian coordinates?
- How do you convert the polar coordinate (6, 2pi/3) into cartesian coordinates?
- How do you convert the polar coordinate ( 11.3991 , -0.5856 )into cartesian coordinates?
- How do you convert the polar coordinate ( 8.3433 , 1.3287 ) into cartesian coordinates?
- How do you convert the polar coordinate ( 8.2620 , 0.6653 ) into cartesian coordinates?
- How do you convert the polar coordinate ( 4.5541 , 1.2352 ) into cartesian coordinates?
- How do you convert the polar coordinate ( 6.1717 , 0.4709 ) into cartesian coordinates?
- How do you convert the polar coordinate (6, 3/2 pi) into cartesian coordinates?
- How do you convert the polar coordinate (4, 315) into cartesian coordinates?
- How do you convert the polar coordinate (-2, 0.5236) into cartesian coordinates?
- How do you convert the polar coordinate (1, 150°) into cartesian coordinates?
- How do you convert the polar coordinate (2, pi/4) into cartesian coordinates?
- How do you convert the polar coordinate (1, pi) into cartesian coordinates?
- How do you convert #(2, pi/4)# into rectangular coordinates?
- How do you convert #(4, 0)# into polar coordinates?
- How do you convert #(0, - 3) # into polar coordinates?
- How do you convert #(3, - 4) # into polar coordinates?
- How do you convert #(sqrt3/2 ,1/2 )# into polar coordinates?
- How do you convert #( -2x , -2y )# into polar coordinates?
- How do you convert #( 3x , -3y )# into polar coordinates?
- How do you convert #(-2,-2)# into polar coordinates?
- How do you convert #(11,-9)# into polar coordinates?
- How do you convert #(17,-2)# into polar coordinates?
- How do you convert #(18,-7)# into polar coordinates?
- How do you convert # (-6,-3)# into polar coordinates?
- How do you convert #(0,8)# into polar coordinates?
- How do you convert #(3,pi/3)# into rectangular coordinates?
- How do you convert #(-2, -pi/2)# into rectangular coordinates?
- How do you convert #[3, -5pi/4]# into rectangular coordinates?
- How do you convert #(6, pi/4)# into rectangular coordinates?
- How do you convert #(-4,pi/6)# into rectangular coordinates?
- How do you find the rectangular coordinate for [3, pi/2]?
- How do you find the rectangular coordinate for (1,(pi)/2)?
- How do you find the polar coordinates of the rectangular point (-4,-4)?
- How do you find the rectangular coordinate of #(0,0)#?
- How do you find the rectangular coordinate of # (-4, pi/3)#?
- How do you find the rectangular coordinate of #(0, pi/6)#?
- How do you find the rectangular coordinate of #(2, pi/5) #?
- What are the rectangular coordinates of #(3, -π/3)#?
- How do you write the rectangular coordinates for the point: (4, 3π/2)?
- How do you write the rectangular coordinates for the point: #(6, 3/2 pi)#?
- How do you convert # (8, pi/2)# into rectangular coordinates?
- How do you convert polar to rectangular coordinates: #(2, 3pi/4)#?
- How do you change the polar coordinates of (5, pi ) to rectangular coordinates?
- How can #(-pi, -3pi/4)# be converted into rectangular coordinates?
- How can #(8,-45º)# be converted into rectangular coordinates?
- How do you convert #(6,-pi/5)# into rectangular coordinates?
- How do you convert #(1, 5pi/6)# into rectangular coordinates?
- How do you convert #((5, -4pi/3))# into rectangular forms?
- How do you convert #(3, 2pi/3)# into rectangular forms?
- How do you convert #(4, 4pi/3)# into rectangular forms?
- How do you find the rectangular coordinate of the following point (5,300)?
- How do you find the rectangular coordinate of (1, 45 degrees)?
- How do you find the rectangular coordinate of (sqrt 2, 315 degrees)?
- How do you find the rectangular coordinate of (-1, 135 degrees)?
- How do you find the rectangular coordinate of #(sqrt 1, 225^o)#?
- How do you find the corresponding rectangular coordinates for the point # (-1, (-3pi)/4 )#?
- Question #9cc39
- Question #a0503
- What does the polar equation #cos2theta=1# represent?
- Question #104ce
- Simplify #1/sqrt2(cos45^@-isin45^@)^5# in the form #a+ib# using De Moivre's theorem?
- What is the cartesian equation for the polar curve # r = 2sin theta - 4cos theta #?
- Question #899bb