Factor.
\[
36-u^{2}
\]
Final Answer: The factored form of the expression \(36 - u^{2}\) is \(\boxed{-(u - 6)(u + 6)}\).
Step 1 :Identify the given expression as a difference of squares problem. The difference of squares formula is \(a^{2} - b^{2} = (a - b)(a + b)\).
Step 2 :In this case, \(a = 6\) and \(b = u\).
Step 3 :Rewrite the expression as \((6 - u)(6 + u)\).
Step 4 :Simplify the expression to get the final answer: \(-(u - 6)(u + 6)\).
Step 5 :Final Answer: The factored form of the expression \(36 - u^{2}\) is \(\boxed{-(u - 6)(u + 6)}\).