Question

Use the table below to complete the following statements.

The value of m • n (8) is

The value of n • m (-4) is​

Answer 1

Explanation:

Answer 2

The value of
`$m \circ n(8)$` is 0 and the value of
`$n \circ m(-4)$` is 12

Looking at the table, we can see that when p = 8, the corresponding value of n(p) is -1. Therefore, n(8) = -1.

Next, we substitute n(8) into the function m(p).

From the table, we can see that when p = -1, the corresponding value of m(p) is 0. Therefore, m(-1) = 0.

Substituting n(8) = -1 into m(p), we get
`$m \circ n(8) = m(-1) = 0$`.

Therefore, the value of
`$m \circ n(8)$` is 0.

To find the value of
`$n \circ m(-4)$`, we follow the same steps as above.

First, we find the value of m(-4) by looking at the table. When p = -4, the corresponding value of m(p) is -1. Therefore, m(-4) = -1.

Next, we substitute m(-4) into the function n(p).

From the table, we can see that when p = -1, the corresponding value of n(p) is 12. Therefore, n(-1) = 12.

Substituting m(-4) = -1 into n(p), we get
`$n \circ m(-4) = n(-1) = 12$`.

Therefore, the value of
`$n \circ m(-4)$` is 12.