Question

Find f, of, minus, 1f(−1).
x
y
f(x)
h, of, x, equals, minus, 3, x, minus, 1h(x)=−3x−1

xx g, of, xg(x)
99 minus, 5−5
minus, 1−1 1010
77 66
33 minus, 10−10
minus, 6−6 22
minus, 7−7 minus, 5−5

Answer 1

It seems like you're working with function values and function compositions. Let's clarify your request:

1. You seem to be looking for \( f(-1) \) from a function \( f(x) \).
2. You have another function \( h(x) = -3x - 1 \).
3. There is some data structured as a table for what looks like the evaluations of another function \( g(x) \).

Let's break it down:

1. **Finding \( f(-1) \)**:
You mentioned needing \( f(-1) \), but you haven't provided the definition of \( f(x) \). If you could specify \( f(x) \), I'd be happy to calculate \( f(-1) \).

2. **Analyzing \( h(x) \)**:
The function \( h(x) = -3x - 1 \) can be evaluated for any specific \( x \). If you need \( h(-1) \) or any other value, let me know!

3. **Understanding the data provided**:
The second section looks like values for \( g(x) \) at specific \( x \)-values. Here's what it seems to indicate:
- If \( g(x) = -5 \) when \( x = 9 \),
- If \( g(x) = -1 \) when \( x = -1 \),
- If \( g(x) = 10 \) when \( x = 7 \),
- And so on.

If you could clarify your specific needs (e.g., which function, what values you want evaluated), I would be better able to assist you!