Question

Modulus

Match the following vocabulary words with their correct definitions.
1.
an equation which is true for any and all values of the
variables in the equation
a complex number which has the same real part but the
2.
opposite of the imaginary part
the distance between the origin and a complex number on
3. the complex plane; given a complex number z = a + bi, the
modulus which is denoted as Izl is defined as = √² + b²
4. a combination of a real and an imaginary number, z = a + bi
complex number
identity
conjugate

Answer 1

The vocabulary words in the question are defined as follows: identity is an equation true for any and all values of the variables, conjugate is a complex number with the same real part but opposite imaginary part, modulus is the distance between the origin and a complex number on the complex plane, and a complex number is a combination of a real and imaginary number.

Step-by-step explanation:

1. Identity: an equation which is true for any and all values of the variables in the equation.
2. Conjugate: a complex number which has the same real part but the opposite of the imaginary part.
3. Modulus: the distance between the origin and a complex number on the complex plane; given a complex number z = a + bi, the modulus which is denoted as |z| is defined as √(a^2 + b^2).
4. Complex number: a combination of a real and an imaginary number, z = a + bi.

Learn more about definitions of vocabulary words related to complex numbers