Plot this complex number in the complex plane and write it in polar form. Express the argument in degrees. 5 + 2i Give your answer using the form z = A(cos(B°) + i sin(C°)), where A 0; 0° ≤ B°

Question

Plot this complex number in the complex plane and write it in polar form. Express the argument in degrees.
5 + 2i
Give your answer using the form z = A(cos(B°) + i sin(C°)), where A > 0; 0° ≤ B° < 360°; and 0° ≤ C° < 360°.

Round to 2 decimal places.
A =  
B =  
C =

amistre64 · Answer

5 over and 2 up; tan^-1(2/5) is the angle

amistre64 · Answer

r = the absolute value of the complex number; the distance from the origin sqrt(25+4) = sqrt(29) = r

amistre64 · Answer

a = sqrt(29) = 5.385...

amistre64 · Answer

b = 21.80.... and c = 21.80... i believe

amistre64 · Answer

why they give you b and c as different i dunno, but thhey are the same angle

anonymous · Answer

B= 
C=
? who writes this?