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Exercise 5.2
Find the modulus and the argument of each of the complex numbers in exercises 1 to 2.
1.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in third quadrant]
Therefore, and arg
2.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in second quadrant]
Therefore, and arg
Convert each of the complex numbers given in Exercises 3 to 8 in the polar form.
3.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in fourth quadrant]
Therefore, Polar form of is
4.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in second quadrant]
Therefore, Polar form of is
5.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in third quadrant]
Therefore, Polar form of is
6.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in second quadrant]
Therefore, Polar form of is
7.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in first quadrant]
Therefore, Polar form of is
8.
Ans. Given:
and
Squaring both sides and adding both the equations, we get
and
and
[ lies in first quadrant]
Therefore, Polar form of is
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