MEDAL Simplify the expression the fraction with numerator of the square root of negative twenty five and denominator of the quantity five minus two times i plus the quantity one minus three times i
\[-\sqrt{25}/5-2(i)+1-3(i)\]
that is the denominator
You would get \[\frac{ -5 }{ 5-2i+1-3i}\]
\[\frac{ -5 }{ 5+1-2i-31 } = \frac{ -5 }{ 6-5i }\]
The answer is \[\frac{ -5 }{ 6-5i }\]
that is not an answer choice
Can you show me the choices?
To be honest I messed up on the numerator, its not -sqr25
You cant simplify \[\sqrt{-25}\]
i guess the answer is 5+20i/17
Can you take a screenshot of the normal, or is it actually written like that?
Choices?
Simplify the expression tfraction with numerator of the square root of negative twenty five and denominator of the quantity five minus two times i plus the quantity one minus three times i. the quantity five plus twenty times i divided by seventeen the quantity negative twenty five plus thirty times i divided by sixty the quantity twenty five plus thirty times i divided by sixty one the quantity negative five plus twenty times i divided by seventeen
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