z=12.1+29 i What is the real part of z ? What is the imaginary part of z ?

Identify real part: Identify the real part of the complex number. The real part of a complex number is the term without the imaginary unit i. In the given complex number z = 12.1 + 29i, the real part is 12.1.Identify imaginary part: Identify the imaginary part of the complex number. The imaginary part of a complex number is the coefficient of the imaginary unit i. In the given complex number z = 12.1 + 29i, the imaginary part is the coefficient of i, which is 29.

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z=12.1+29 i
What is the real part of
z ?
What is the imaginary part of
z ?

$z=12.1+29 i$ $\newline$ What is the real part of $z$ ? $\newline$ What is the imaginary part of $z$ ?

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Grade 8

Solve equations using cube roots

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z=12.1+29 i

\newline

What is the real part of

z

\newline

What is the imaginary part of

z

Identify real part: Identify the real part of the complex number. $\newline$ The real part of a complex number is the term without the imaginary unit $i$ . In the given complex number $z = 12.1 + 29i$ , the real part is $12.1$ .
Identify imaginary part: Identify the imaginary part of the complex number. $\newline$ The imaginary part of a complex number is the coefficient of the imaginary unit $i$ . In the given complex number $z = 12.1 + 29i$ , the imaginary part is the coefficient of $i$ , which is $29$ .