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what is the square root of -5
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and how did you find it
This is an imaginary answer ...
sqrt (5) i?
since it is negative, take the negative sign out, since we do not know the square root of 5, we have \[\sqrt{5}-\]
i = sqrt(-1) these are called imaginary numbers... written in the form of a+bi
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oppp\[-\sqrt{5} \]
if drawn on a grid, the x-axis is the number line and the y-axis is the imaginary number line.
it is 2.23i. i is the mathematical term for the square root of -1
\[i \sqrt{5} =i2.2\]
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