Complex Number : Exercise 2
Introduction
Exercise 2 will focus more on
Exercise 2 will focus more on
- Argand's diagram - Modulus and Argument
- Complex numbers in polar, trigonometry and exponential forms
- Multiplication and division of complex number in polar and trigonometry forms.
- Find the modulus and the argument each of the complex numbers below.
- Find the modulus and the argument each of the complex numbers.
- Plot each of the following complex numbers on separate Argand's Diagrams and find its modulus and argument.
- If and , find the modulus and argument on each of the following cases.
- Express each of the following in the polar form, trigonometry form and exponential form.
- Express each of the following the trigonometry form.
- Express each of the following in polar and exponential form.
- Express the complex number z in Cartesian form its form when (arg z in radian).
- If and , find
- If and , find
Post a Comment