What is the polar form of 4x+3y=5

What is the polar form of 4x+3y=5

C1= 4/3 (cos 5pi/4+ I sin 5pi4) C2= 3 ( pi/4+ I sin pi/2)

What is (0-8i)^1/3? I think that the answer is -2i^(1/3)

the hypotenuse is 32.0 and the ‘eye’ is 40°10' and basically I need 40°10' to be converted into a decimall so I can complete this.

C1=4/3 (cos 5pi/4 + i sin 5pi/4) C2= 3 (cos pi/4+ i sin 5pi/4)

How do I express 5 (cos 4+ i sin 4) in rectangular form?

How do I express -8+0i in polar form?

What is the rectangular form of r=sqrt (5)

What is x=3 in polar form?

What is a positive angle less than 2pi that is coterminal with the given angle -11pi over 3

a. sin 2θ b. cos 2θ c. tan 2θ for cot θ = -7, 3pi/2 < θ < 2pi

Please include a visual. Thanks.

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x=2t+3 y=t-4

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