The function rule C=10n+26 relates the number of people n who attend a small concert to cost in dollars C of the concert. Make a table of the input/output pairs to show the cost if 27, 39, and 43 people attend

just use 27 for n and do the arithmetic

then do the others.

can you explain more bc I am horriable at this stuff

c(27)= 10 * 27 + 26 = 270+26 = 296

so (27 , 296)

c(39) = 10*39 + 26 = 390+26
etc

To make a table of the input/output pairs for the given function rule C = 10n + 26, we need to substitute the given values of n (27, 39, and 43) into the equation to find the corresponding values of C.

Let's start by substituting 27 for n:

C = 10(27) + 26
C = 270 + 26
C = 296

For n = 27, the cost C is 296.

Now let's substitute 39 for n:

C = 10(39) + 26
C = 390 + 26
C = 416

For n = 39, the cost C is 416.

Lastly, let's substitute 43 for n:

C = 10(43) + 26
C = 430 + 26
C = 456

For n = 43, the cost C is 456.

Thus, the table of the input/output pairs is:

| n | C |
|-----|-----|
| 27 | 296 |
| 39 | 416 |
| 43 | 456 |

This table shows the cost C in dollars corresponding to the number of people n attending the small concert.