Answered

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Difference of Squares gives which complex factors for the expression x2 +11?A. (x + W11)(x - 111)B. (x+in/11)(x +111)C. (x + 111)2(x - in 11)D. (x - iw/11)(x-in 11)SUBMIT

Difference Of Squares Gives Which Complex Factors For The Expression X2 11A X W11x 111B Xin11x 111C X 1112x In 11D X Iw11xin 11SUBMIT class=

Sagot :

we have that

[tex](x+i\sqrt[\square]{11})\cdot(x-i\sqrt[\square]{11})=x^2-(i^2)(11)=x^2+11[/tex]

answer is the first option

option A

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