Find the equation whose roots are 3+2i and 3-2i?

1.	Find the equation whose roots are 3+2i and 3-2i?
Answer» ANSWER: Given roots are 3−2i and 3+2i. Sum of roots is EQUAL to 3−2i+3+2i=6 Product of roots is equal to (3+2i)(3−2i)=9+4=13 Therefore the QUADRATIC EQUATION is x2−6x+13=0. i am not sure about the answer ,but i hope it helps u

Answer»

ANSWER:

Given roots are 3−2i and 3+2i.

Sum of roots is EQUAL to 3−2i+3+2i=6

Product of roots is equal to (3+2i)(3−2i)=9+4=13

Therefore the QUADRATIC EQUATION is x2−6x+13=0.

i am not sure about the answer ,but i hope it helps u

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Find the equation whose roots are 3+2i and 3-2i?​

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Find the equation whose roots are 3+2i and 3-2i?