Simplify. 8𝑖 + 6𝑖 Write your answer in the form a + b𝑖. ______

Combine Imaginary Terms: Since both terms are imaginary and have the imaginary unit 𝑖, we can combine them by adding their coefficients. Calculation: 8𝑖 + 6𝑖 = (8 + 6)𝑖 = 14𝑖Write Final Answer: The expression is now simplified, and we can write the final answer in the form a + b𝑖, where a is the real part and b is the imaginary part. Since there is no real part in the expression, a = 0. Therefore, the final answer is 0 + 14𝑖.

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Simplify. $\newline$ $8i + 6i$ $\newline$ $\newline$ Write your answer in the form $a + bi$ .

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Algebra 2

Add and subtract complex numbers

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Q. Simplify.

\newline

8i + 6i

\newline

\newline

Write your answer in the form

a + bi

Combine Imaginary Terms: Since both terms are imaginary and have the imaginary unit $i$ , we can combine them by adding their coefficients. $\newline$ Calculation: $8i + 6i = (8 + 6)i = 14i$
Write Final Answer: The expression is now simplified, and we can write the final answer in the form $a + b𝑖$ , where $a$ is the real part and $b$ is the imaginary part. $\newline$ Since there is no real part in the expression, $a = 0$ . $\newline$ Therefore, the final answer is $0 + 14𝑖$ .