Marvin counts six $5 bills. Write each value that he counts. What patterns do you see in the ones digits of the values he counts?

if marvin counts six $5 bills. write each value that he counts. what pattern do u see in tha ones digits of tha values counts?

Marvin count six $5 bills.write each value that he counts.what pattern do you see in the ones digits of the values he counts?

To determine each value that Marvin counts, we can multiply six by $5 to find the total value of the bills.

$5 x 6 = $30

So, Marvin counts bills worth a total of $30.

Now let's look at the ones digits of the values he counts.

Starting with the first $5 bill, the pattern of the ones digit in the values he counts will be as follows:

First $5 bill: $5 (ones digit = 5)
Second $5 bill: $10 (ones digit = 0)
Third $5 bill: $15 (ones digit = 5)
Fourth $5 bill: $20 (ones digit = 0)
Fifth $5 bill: $25 (ones digit = 5)
Sixth $5 bill: $30 (ones digit = 0)

The patterns we observe are that the ones digit alternates between 5 and 0. This is because when we multiply a number by 5, the ones digit of the product will always be either 0 or 5.

Marvin has $156