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What is the mixed number for 30 over 9?
The mixed number for 30/9 is 3 and 3/9. If you divide 30 into 9 you get 3 with the remainder 3. The remainder becomes the numerator and the denominator stays the same. So he answer is 3 and 3/9
Write 8 over 6 as a mixed number in simplest form?
'8/6' Since both numbers have '2' as a factor cancel down by '2'. #Hence 8/6 = 4/3 Two reduce to a mixed number Divide '4' by '3' . The answer is '1' and 1 remainder. So it is written as 1 1/3 ; The Answer.
What is 10 3 as a mixed number?
The solution to 10/3 as a mixed number is 3 and 1/3.
How do you make a negative improper fraction into a mixed number?
To convert a negative improper fraction into a mixed number, you first divide the numerator by the denominator to get the whole number part. The remainder becomes the new numerator, while the denominator remains the same. For example, to convert -7/3, you divide -7 by 3 to get -2 with a remainder of -1, so the mixed number is -2 1/3.
What is 84 over 9 as a mixed number?
To convert 84 over 9 to a mixed number, you divide 84 by 9, which equals 9 with a remainder of 3. So, the mixed number is 9 3/9. However, to simplify the fraction part, you can divide both the numerator and denominator by their greatest common factor, which is 3. This simplifies the fraction to 9 1/3.
13/3 as an mixed number?
4.3333
How would you change 10 over 3 into a mixed number?
Divide 10 by 3 and you will get 3 and 1 remainder so you put the remainder over 3 and your answer is 3 and 1/3.
How do you write eleven over eight as a mixed number?
A mixed number is nothing more than a number that includes a whole number and a fraction. To determine the whole number divide the bottom (denominator) into the top number (numerator). In this case we divide eight into eleven. We get 1 and a remainder of 3. The 1 becomes the whole number, and the remainder (3) becomes the new numerator of the mixed number. 11/8 = 1 3/8
How do you make 19 remainder 3 into a mixed number?
A mixed number is like 1 1/2 (one and a half) that combines a whole number with the remaining fraction. For this question, the mixed number would be 19 3/x with x being the divisor, or the number that you divided by.
Can 28 over 3 be reduced?
yes by becoming a mixed number 3x9=27 so 9 is a whole with a remainder of 1 and it becomes a numerator and the mixed number should be 9 and 1/3
What is the answer to 81 over 3 as a mixed number?
Usually, to find a mixed number answer, you divide 81 (in this case) by 3, and write the answer as the integer part of the mixed number, and the remainder over 3 as the fractional part of the mixed number. However, since 81 divided by 3 is 27, with no remainder, there is no reason to write it as a mixed number. It could be written as 27 and 0/3, but this is not generally the accepted way to write an answer to a division problem that does not involve a remainder.
What is a mixed number of 16 over 3 in simplest form?
5 1/316/3:= 16 ÷ 3= 5 remainder 1= 5 1/3
5 goes in 16?
5 will go 3 times into 16 and leave a remainder of 1. This is the same thing as saying 16 divided by 5 is 3 remainder 1, or as a mixed number: 3 1/5
What mixed number equals 8 into 3?
1 and 2/3 to find a mixed # just divide the numerator by the denomonator and put the remainder as the numerator over the denominator
What is the mixed number for 16 over 3?
5 1/3= 16 ÷ 3= 5 remainder 1 (1 will be the numerator of the fractional part)= 5 1/3
16.78 how do you write this into a mixed number in lowest terms?
A mixed number is a whole number with the remainder in a fractionex. 1.75 into a mixed number is 1 3/416.78 into a mixed number: Leave the 16 alone; it is the whole number in the problem. Put the remainder over 100 (78/100) and simplify:78/100 = 39/5016 39/50 is the answer
Write each mixed number as a improper fraction?
A mixed number is one fraction with the numerator large, such as 10/3. However, the mixed number pulls out the denominator from the numerator and writes it to the left hand side, and the remainder as a regular fraction. So 10/3 would be 3 1/3 as a mixed number.
