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Incorrect
Your answer is incorrect.
Rewrite without parentheses झsnd simplify.

(u-6)^(2)

Incorrect $\newline$ Your answer is incorrect. $\newline$ Rewrite without parentheses झsnd simplify. $\newline$ $(u-6)^{2}$

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Roots of integers

Full solution

Q. Incorrect

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Your answer is incorrect.

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Rewrite without parentheses झsnd simplify.

\newline

(u-6)^{2}

Expand using formula: First, we'll use the formula $(a-b)^2 = a^2 - 2ab + b^2$ to expand $(u-6)^2$ .
Calculate each part: So, $(u-6)^2 = u^2 - 2\cdot(u)\cdot6 + 6^2$ .
Combine terms: Now, calculate each part: $u^2$ is just $u$ squared, $-2*u*6$ is $-12u$ , and $6^2$ is $36$ .
Simplified form: Put it all together: $u^2 - 12u + 36$ .
Simplified form: Put it all together: $u^2 - 12u + 36$ .There's no like terms to combine, so this is the simplified form.

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