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36/4=9

45/6=9

999/111=9

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11y ago

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What division problem equals 22?

There are infinite division problems that equal 22. But, the most simple sum is 22÷1=22


How do you double check division problems?

To double-check division problems, you can multiply the quotient by the divisor to see if it equals the original dividend. For example, if you divided 24 by 4 and found the quotient to be 6, multiply 6 by 4 to verify that it equals 24. Additionally, you can estimate the division by rounding the numbers to see if your answer seems reasonable. Lastly, check your calculations or use a calculator for verification.


What is 4 over x equals 5 over x minus 1 over 2 These are fractions NOT division problems?

x = 2 :D


Eighty-nine minus equals thirteen?

Eighty nine minus seventy six equals thirteen


Sixty-nine over seventy two equals?

Sixty-nine over seventy-two equals 69/72 equals 0.95833.


What division equals 9990?

To find a division that equals 9990, you can take 9990 divided by 1, which equals 9990. Alternatively, 19980 divided by 2 also equals 9990. There are many combinations of numbers that can yield 9990 through division, depending on what you choose as the numerator.


How do you do division problems?

by Multiplying


Nine multiply one over nine equals?

1


What hard division problem equals 12?

One example of a hard division problem that equals 12 is 144 divided by 12, which results in 12. Another complex formulation could be 240 divided by 20, also yielding 12. These problems demonstrate how various numbers can be divided to achieve the same result of 12.


Is the factor of the sum of digits equals 9 or a multiple of 9?

If the sum of the digits of a given number equals nine or a multiple of nine, nine is a factor of that number.


What is 3 division 3 equals?

Anything over itself equals 1.


What times 9 equals eight?

It is 1.125 Nothing times nine equals eight. That is because eight is less that nine, so, it is mathatmatically impossible. But, you can do nine minus one equals eight. Hope this helps!