Final answer:
To find f''(sin 2), differentiate the function f(x) twice and evaluate it at x = sin 2.
Step-by-step explanation:
To find f''(sin 2), we need to differentiate the function f(x) twice and then evaluate it at x = sin 2. Let's assume that we have the function f(x) given.
Step 1: Differentiate f(x) once using the power rule and chain rule.
Step 2: Differentiate the result from step 1 again using the power rule and chain rule.
Step 3: Substitute x = sin 2 into the final expression obtained from step 2 and simplify to get the decimal approximation.