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Antonio expresses the term 121x^2 as a square with the side lengths of 11x. What is true about the term 121x^2 A. It can also be expressed using a rectangle B. It must be part of a perfect square trinomial C. It is a perfect squareD. It must be part of a difference of squares

User Gooly
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If the term 121x^2 can be expressed as a square with side lengths of 11x, that means the term 121x^2 is a perfect square, since there is a expression that, when squared, is equal to 121x^2:


(11x)^2=11x\cdot11x=121x^2

Therefore the correct option is C.

User Rajquest
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