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Let's first solve the addition exercise in the numerator:
Note that the result we will get if we divide 25 by 100 will have a remainder.
Let's now check what the closest number to 101 is, by which we can then divide 25 without a remainder:
Finally we add the remainder to get the answer:
\( 100+5-100+5 \)
Order of operations requires us to do operations inside parentheses first! means we must calculate 100 + 1 = 101 before dividing by 25.
When dividing gives you a remainder, convert to a mixed number! If 101 ÷ 25 = 4 remainder 1, then the answer is (4 whole parts plus ).
They're the same value but different notation! is the proper mixed number format, while shows the addition explicitly.
Convert back to improper fraction: . This should equal your original expression!
Because 101 ÷ 25 doesn't divide evenly! , which is bigger than 101. The closest whole number is 4, with 1 left over.
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