Construct your own division problem with a two-digit divisor that has a quotient of 6 and a remainder of 12 but is not equivalen
t to 156 divided by 24
2 answers:
You could do 192 ÷ 30 = 6 Reminder 12, 6.4
When we divide 156 by 24 the quotient is 6 and the remainder is 12.
Quotient = 6
Remainder = 12
Let the two digit divisor be 35
So Dividend = Divisor * quotient + remainder
Dividend = 35 * 6 + 12
Dividend = 210 + 12
Dividend = 222
When we divide 222 by 35 we will get the quotient as 6 and remainder as 12
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