Find the specified function values for the function𝑓(𝑥)=5.𝑓(5)= Your last answer was interpreted as follows:5 𝑓(𝑡+5)=  𝑓(17‾‾‾√)=  CheckQuestion 7

To solve for the specified function values of $f(x) = 5$ at different points, we will proceed as follows:

1. Break Down the Problem

1. Find $f(5)$.
2. Find $f(t + 5)$.
3. Find $f(17^{1/2})$.

2. Relevant Concepts

1. The function $f(x) = 5$ is a constant function, meaning the output is always 5, regardless of the input $x$.

3. Analysis and Detail

1. $f(5) = 5$ because the function value is constant.
2. $f(t + 5) = 5$ for any value of $t$ because the function again returns 5.
3. $f(17^{1/2}) = 5$ since $17^{1/2}$ simplifies to the square root of 17, but the output of the function remains 5.

4. Verify and Summarize

We have confirmed that for the constant function $f(x) = 5$, the output is always 5 for any input.

Final Answer

• $f(5) = 5$
• $f(t + 5) = 5$
• $f(17^{1/2}) = 5$