The function rule C=10n +26 relates the number of people n who attend a small concert to the 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. Help me pleaseee!!!! :( <3
Sure, I'd be happy to help you create a table for the given function rule C=10n+26.
To find the cost of the concert for a specific number of people attending, we can substitute each value of n into the function rule and solve for C.
Let's start by substituting n = 27 into the function:
C = 10n + 26
C = 10(27) + 26
C = 270 + 26
C = 296
Therefore, when 27 people attend the concert, the cost would be $296.
Now, let's substitute n = 39:
C = 10n + 26
C = 10(39) + 26
C = 390 + 26
C = 416
So, when 39 people attend the concert, the cost would be $416.
Finally, let's substitute n = 43:
C = 10n + 26
C = 10(43) + 26
C = 430 + 26
C = 456
Hence, when 43 people attend the concert, the cost would be $456.
Now let's summarize the input (number of people, n) and the corresponding output (cost, C) in a table:
| Number of people (n) | Cost (C) |
|---------------------|---------|
| 27 | $296 |
| 39 | $416 |
| 43 | $456 |
I hope this helps! Let me know if you have any further questions.
just plug in a value for n and compute the value for C.
For example, if 10 people attend, n=10, and C = 10*10+26 = 126
So, the pair for that would be 10,126
Now use your numbers and finish it up.