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The-Polar-System
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The-Polar-System Questions
The-Polar-System Questions
How do you evaluate # e^( ( 13 pi)/8 i) - e^( (17 pi)/12 i)# using trigonometric functions?
How can you use trigonometric functions to simplify # 16 e^( ( 5 pi)/6 i ) # into a non-exponential complex number?
How do you convert #rsintheta = -2# into rectangular form?
How do you divide #( 2i -7) / ( 3 i -2 )# in trigonometric form?
What is the Cartesian form of #r = -sintheta+4csc^2theta #?
What is the Cartesian form of #r^2-rtheta = -cottheta+3tantheta #?
How do you multiply # (5-i)(6-4i) # in trigonometric form?
How do you multiply # (8-7i)(6-4i) # in trigonometric form?
How do you convert #( 1/3 , 1/4 )# to polar form?
How do I convert this to rectangular form? r=5cot θ csc θ
How do you graph #r=1-cosx#?
How do you find the polar coordinates given #(1,-1)#?
How do you convert #(1,(pi)/2) # to rectangular form?
How do you multiply # (-1-4i)(1-3i) # in trigonometric form?
How do you graph #r=2sec(theta+45^circ)#?
What is the distance between #(-6 , (-5 pi)/8 )# and #(1 , pi )#?
How do you evaluate # e^( ( pi)/2 i) - e^( ( 5 pi)/3 i)# using trigonometric functions?
What is the trigonometric form of # 6i #?
What is the trigonometric form of # (3+6i) #?
What is the distance between #(4 ,( - pi)/8 )# and #(-1 ,( 3 pi )/2 )#?
How do you calculate #[3(cos14^circ+isin14^circ)]^-4#?
How do you convert #theta= 1.34# into cartesian form?
How do you divide #( i+3) / (-3i +7 )# in trigonometric form?
How do you multiply #e^(( 3 pi )/ 8 i) * e^( 3 pi/2 i ) # in trigonometric form?
What the is the polar form of #y = y^2/x+(x-3)(y-5) #?
How do you divide #( -i-8) / (-i +7 )# in trigonometric form?
How do you convert #-8 +8i # to polar form?
How do you find the cartesian graph of #r cos(θ) = 9#?
How do you convert #r \sin^2 \theta =3 \cos \theta# into rectangular form?
What is the distance between #(2 ,(3 pi)/4 )# and #(2 , (11 pi )/8 )#?
What is the distance between #(2 , (5 pi)/4 )# and #(8 , (2 pi )/3 )#?
How do you evaluate # e^( ( 15 pi)/8 i) - e^( ( 13 pi)/12 i)# using trigonometric functions?
How do you convert #x = -3# to polar form?
How do you convert #(-sqrt(6), -sqrt(2))# to polar form?
How do you evaluate # e^( ( 13 pi)/8 i) - e^( (7 pi)/3 i)# using trigonometric functions?
How do you graph #r^2=3sin2θ#?
How do you evaluate # e^( ( 5 pi)/4 i) - e^( ( 17 pi)/12 i)# using trigonometric functions?
How do you convert #9=(x+5)^2+(y+4)^2# into polar form?
How do you convert #r^(2)=cos(θ)# to rectangular form?
How do you divide # (5-12i)/(6+2i) # in trigonometric form?
How do you perform the operation in trigonometric form #(cos50+isin50)/(cos20+isin20)#?
How do you multiply #e^(( 3 pi )/ 2 i) * e^( 3 pi/2 i ) # in trigonometric form?
How do you convert #r=4tan(θ)sec(θ)# into cartesian form?
How do you convert #y = 4x# to polar form?
How do you change the rectangular equation #x^2+y^2=4# into polar form?
How do you convert # (-2 , 7π/6)# to rectangular form?
How do you perform the operation in trigonometric form #(cos((5pi)/3)+isin((5pi)/3))/(cospi+isinpi)#?
What is the distance between #(5 ,(7 pi)/6 )# and #(3 , (- 7 pi )/8 )#?
How do you evaluate # 2 e^( ( 23 pi)/8 i) - e^( ( 19 pi)/8 i)# using trigonometric functions?
How do you divide # (8+7i)/(i) # in trigonometric form?
What is the distance between #(2 , (3 pi)/4 )# and #(-1 , pi )#?
How do you graph #theta=-840^circ#?
How do you multiply # (-3-i)(4+2i) # in trigonometric form?
How do you write the polar equation #r=-sectheta# in rectangular form?
How do you convert #3xy=-x^2+4y^2 # into a polar equation?
How to draw graph of #r= 3sintheta+4costheta#?
How do you find the trigonometric form of the complex number 3i?
How do you divide #( i+8) / (5i +5 )# in trigonometric form?
What is the distance between #(4 ,( 7 pi)/6 )# and #(3 , ( -3 pi )/2 )#?
How do you evaluate # e^( ( 3 pi)/8 i) - e^( ( 19 pi)/6 i)# using trigonometric functions?
How do you add #(7+4i)# and #(2+6i)# in trigonometric form?
How do you convert the polar point #(1,-pi/2)# into rectangular form?
How can you use trigonometric functions to simplify # 16 e^( ( pi)/6 i ) # into a non-exponential complex number?
How do you evaluate # e^( ( pi)/4 i) - e^( ( 2 pi)/3 i)# using trigonometric functions?
How do you convert # -2 + 2i# to polar form?
How do you graph the point #N(-1,120^o)#?
How do you find the polar equation for #x^2+y^2=7#?
How do you graph #r^2=2sin(3θ)#?
How do you convert # 3r=sin theta# to rectangular form?
How do you find the symmetry of #r = 3 sin 2θ#?
What is the distance between #(2 , (7 pi)/4 )# and #(8 , (3 pi )/2 )#?
How do you convert #r =4sin(2θ)# to rectangular form?
How do you multiply # (15-3i)(4+7i) # in trigonometric form?
How do you graph #r^2= - cos theta#?
How do you write the complex number in trigonometric form #-8+3i#?
What is the Cartesian form of #r^2-3r = 2theta+cot(theta)-tan(theta) #?
How can you use trigonometric functions to simplify # 13 e^( ( pi)/8 i ) # into a non-exponential complex number?
How do you convert the polar equation #r=5sectheta# into rectangular form?
How do you convert #θ =(5pi)/6# to rectangular form?
What is the distance between #(-6 , pi/2 )# and #(5, pi/12 )#?
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