Find the modulus and amplitude of the complex number z=1+i and henke represent them in figure diagram
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Explanation:
Given:
z=1+i
compare with x+iy
x=1 y=1
modulus=|z|= in square root x^2+y^2
= 1^+1^
=1+1
=2
= in square root 2
argument =tan^-1 y/x
=tan^-1 1/1
= tan^-1 1
tan= 45
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