![SOLVED: point) Write the following numbers in the polar form reie St < 0 < T: (a) Ti pi pi/2 (b) 2V2 2i 3.4641 144.74 (c) (1 i)-V3 + i) Zsqrt(2) 105 ( SOLVED: point) Write the following numbers in the polar form reie St < 0 < T: (a) Ti pi pi/2 (b) 2V2 2i 3.4641 144.74 (c) (1 i)-V3 + i) Zsqrt(2) 105 (](https://cdn.numerade.com/ask_images/b687764835d04e888a455c40f550ee04.jpg)
SOLVED: point) Write the following numbers in the polar form reie St < 0 < T: (a) Ti pi pi/2 (b) 2V2 2i 3.4641 144.74 (c) (1 i)-V3 + i) Zsqrt(2) 105 (
![SOLVED: use freen's theorem to evaluate c F*dr (check the orientation of the curve before applying the theorem) F(x,y)=(e^-x+y^2, e^-y+x^2), C consists of the arc of the curve y= cos(x) from (-pi/2 , SOLVED: use freen's theorem to evaluate c F*dr (check the orientation of the curve before applying the theorem) F(x,y)=(e^-x+y^2, e^-y+x^2), C consists of the arc of the curve y= cos(x) from (-pi/2 ,](https://cdn.numerade.com/ask_previews/ea8dbdde-c21a-4678-b145-2fd7c6965956_large.jpg)
SOLVED: use freen's theorem to evaluate c F*dr (check the orientation of the curve before applying the theorem) F(x,y)=(e^-x+y^2, e^-y+x^2), C consists of the arc of the curve y= cos(x) from (-pi/2 ,
How to prove that sin(z) is a one-to-one function on the domain -pi/2<x<pi/2 when z is a complex number - Quora
![Let `A=2/(sqrt(3))e^(-ipi/6), B=2/(sqrt(3))e^(pi/2), C=2/(sqrt(3))e^(-i(5pi)/6)` be three point... - YouTube Let `A=2/(sqrt(3))e^(-ipi/6), B=2/(sqrt(3))e^(pi/2), C=2/(sqrt(3))e^(-i(5pi)/6)` be three point... - YouTube](https://i.ytimg.com/vi/-5q_VqeIK4M/maxresdefault.jpg)