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simplify sqrt -50 - sqrt -16
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= [5sqrt(2) -4] i
5 i sqrt(2)-4 i
sqrt -50 + sqrt -16
\[\sqrt{-50} - \sqrt{-16} \] \[\sqrt{-50} = \sqrt{25} \times \sqrt2 \times \sqrt{-1}\]\[\sqrt{-50}=5\sqrt2 i\] \[\sqrt{-16}= \sqrt{16} \times \sqrt{-1}= 4i\] \[\sqrt{-50} - \sqrt{-16} = 5\sqrt2 i -4i\]
\[\sqrt{-50}+\sqrt{-16}\]\[=5\sqrt2i + 4i\]
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