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if the remainder of the quotient a/b is 0, then the decimal form of a/b is a ____
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\[\frac{a}{b}=Q +\frac{R}{b}=Q+\frac{0}{b}=Q+0=Q \in \mathbb{Z}\]
What?????
for example \[\frac{20}{5} \text{ has 0 as a remainder} \] \[\frac{20}{5} =4+\frac{0}{5}=4+0=4 \in \mathbb{Z}\]
what is the e and z
\[\mathbb{Z} =\text{ the set of integers} , \in \text{ means element of }\]
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4 is an element of the set of integers
im so con
*confused
confused about a/b being an element of the integers?
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