Write the expression as a complex number in the form a + bi.
-$\sqrt { - 36 } + \sqrt { - 64 }$
A)0 - 14i
B) $- 14 + 0 i$
C)0 + 14i
D)0 + 48i

Name: Write the expression as a complex number in the form a + bi. -$\sqrt { - 36 } + \sqrt { - 64 }$ A)0 - 14i B) $- 14 + 0 i$ C)0 + 14i D)0 + 48i
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Quizplus · Accepted Answer

The square root of a negative number involves the imaginary unit $i$, where $i = \sqrt{-1}$. Thus, $\sqrt{-36} = 6i$ and $\sqrt{-64} = 8i$. Adding these gives $6i + 8i = 14i$, which is in the form $0 + 14i$.

Write the Expression as a Complex Number in the Form −36+−64\sqrt { - 36 } + \sqrt { - 64 }−36​+−64​

Write the Expression as a Complex Number in the Form $\sqrt { - 36 } + \sqrt { - 64 }$