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Convert (9/√2)+(9/√2)i to polar coordinates.
(-9, π/4)
(9, 3π/4)
(9, π/2)
Fill in the blank:
Polar form of complex number (-1,-1) is____________.
(-√2,5 π/4)
(√2, -5 π/4)
(√2, 5 π/4)
Convert √3 +2i to the polar form.
(4, π/3)
(√2, π/3)
(5, π/4)
Polar form of complex number (0,-1) is____________.
(1, -π/2)
(1, π/2)
(1, -π/4)
Polar form of complex number19-19i is______.
(19√2, 7π/4)
( 9√2, 7π/4)
( 19, 5π/4)
Polar form of complex number (1, √3)is____________.
(-2, π/4)
(2, -π/4)
(2, π/3)
Convert complex number (1,2) from the cartesian to the polar form.
(√5,2)
( √5,1)
( √3,2)
Convert -15+15i to the polar form.
(15√2, 3π/4)
( 5√2, 3π/4)
( 5√2, π/4)
Convert -8+0i to the polar form.
(8,π)
(8,2π)
(8,0)
It is done.