The value of |(3+4i)+ (5+6i)| is

3√37

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2√37

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4√41

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2√41

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Solution

The correct option is D
2√41

|(3+4i)+ (5+6i)| = |8+10i| = $\sqrt{(64 + 100)}$

= $\sqrt{164}$

=2 $\sqrt{41}$

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Similar questions

2 i^{2} + 6 i^{3} + 3 i^{16} - 6 i^{19} + 4 i^{25}

\sqrt{8 - 6 i}

2 i^{2} + 6 i^{3} + 3 i^{16} - 6 i^{19} + 4 i^{25} = x + i y

(x, y) =

z_{1} = 3 + 2 i, z_{2} = 4 + 4 i, z_{3} = 5 + 6 i,

z_{1}, z_{2}, z_{3}

\frac{- 5 + 10 i}{3 + 4 i}

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