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Suppose we divide 117 by 14. Then, we get 8 as quotient and 5 as remainder.
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\begin{gathered}\frak{Here}\begin{cases}\sf{\:\;\; Dividend = 117}\\\sf{\;\;\; Divisor = 14}\\\sf{\;\;\; Quotient = 8}\\\sf{\;\;\; Remainder = 5}\end{cases}\end{gathered}
Here
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Dividend=117
Divisor=14
Quotient=8
Remainder=5
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Clearly, 117 = (14 × 8) + 5.
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Example 2: Suppose we divide 73 by 34. Then we get 2 as a quotient 5 as a reminder.
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\begin{gathered}\frak{Here}\begin{cases}\sf{\:\;\; Dividend = 73}\\\sf{\;\;\; Divisor = 34}\\\sf{\;\;\; Quotient = 2}\\\sf{\;\;\; Remainder = 5}\end{cases}\end{gathered}
Here
Dividend=73
Divisor=34
Quotient=2
Remainder=5
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