Question

Max has $17 in a fund he is creating to save for a bike. He adds $6 per week of his babysitting

Answer 1

The 27th term is $173.

In an arithmetic progression the difference between the two consecutive terms is same.

Here it is given that the first term of the AP which is represented by a is $17.

And Max adds $6 after every week in his fund so the common difference d is $6.

We know the general expression to find the nth term of an AP is

= a+(n-1)d

Here we have to find the 27th term. so the value of n will be 27.

Now the 27th term of the AP = 17+(27-1)6

                                             = 17+156

                                             = $ 173

The balance in the fund after 27th week will be $173.

To learn more about AP visit the link:

brainly.com/question/12797734

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