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Simplify the expression the root of negative one all over the quantity of four minus three i minus the quantity of two plus five i. .
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sqrt(-1)/(4-3i)-(2+5i)
this is impossible since you have a negative inside the root
square root of a -x is equal to xi
first symplify the fraction i/(4-3i)=(i(4+3i))/((4+3i)(4-3i)
(4i+3i^2)/(16-9i^2)
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\[\sqrt{-4}\] this equals to 2i for example \[\sqrt{4}\times \sqrt{-1}\] \[\sqrt{4}=2\] \[\sqrt{-1}=i\]
(4i-3)/(16+9)=(4i-3)/25
I would send the choices but .. they are too confusing because everything is typed out.
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