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04.04.2021 •
Mathematics
Write a division problem (including the quotient) that
satisfies all three statements.
1. The dividend is a one-digit whole number
The divisor is a one-digit whole number
The quotient is a one-digit whole number.
2. The dividend is a two-digit whole number
The divisor is a one-digit whole number.
The quotient is a one-digit whole number
3. The dividend is a two-digit whole number.
The divisor is less than 1, and a number in tenths.
The quotient is a two-digit whole number
4. The dividend is a two-digit whole number.
The divisor is greater than 1, and a number in tenths.
The quotient is a two-digit whole number.
5. The dividend is a number in tenths.
The divisor is a one-digit whole number.
The quotient is a number in tenths.
6. The dividend is a decimal in hundredths.
The divisor is a decimal in hundredths.
The quotient is a one-digit whole number.
7. The dividend is a decimal in hundredths.
The divisor is a decimal in hundredths.
The quotient is a two-digit whole number.
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Ответ:
They can both be divided by 5 to make the originally number smaller and easier to work with.
Hope this helps! :)