What are the final two digits of 7124? Show work to support your answer
The final two digits are 24.
What am I missing in this problem?
It should read 7(^124) the 124 are all in small numbers above the big number 7.
To find the final two digits of a number, we need to determine the remainder when the number is divided by 100.
In this case, we need to find the remainder when 7124 is divided by 100.
First, let's divide 7124 by 100:
7124 ÷ 100 = 71 remainder 24
So, the remainder is 24.
Therefore, the final two digits of 7124 are 24.