1.4286
2 7/10 because you have to divide 27 by 10
1.4286
To write 73/7 as a mixed number, divide 73 by 7. The quotient is 10 and the remainder is 3. Therefore, the mixed number representation is 10 3/7.
To convert 130 over 12 into a mixed number, divide 130 by 12. This gives you 10 with a remainder of 10, so it can be expressed as 10 10/12. Simplifying the fraction, 10/12 reduces to 5/6, resulting in the mixed number 10 5/6.
Divide the 19 into the 86, to get 4 with 10 remainder. 10/19 cannot be simplified any further, so the mixed number is 410/19
It is 3 2/10.
3 and 1/3
2 7/10 because you have to divide 27 by 10
1.4286
To write 73/7 as a mixed number, divide 73 by 7. The quotient is 10 and the remainder is 3. Therefore, the mixed number representation is 10 3/7.
To convert 130 over 12 into a mixed number, divide 130 by 12. This gives you 10 with a remainder of 10, so it can be expressed as 10 10/12. Simplifying the fraction, 10/12 reduces to 5/6, resulting in the mixed number 10 5/6.
Divide the 19 into the 86, to get 4 with 10 remainder. 10/19 cannot be simplified any further, so the mixed number is 410/19
To convert the improper fraction 482/77 into a mixed number, divide 482 by 77. This gives you 6 as the whole number (since 77 goes into 482 six times). The remainder is 10, so the mixed number is 6 10/77.
To write 4.4 as a reduced mixed number, we first note that 4.4 is equivalent to 4 + 0.4. Since 0.4 is 4/10 as a fraction, we can rewrite 4.4 as 4 + 4/10. Simplifying the fraction 4/10 gives us 2/5, so 4.4 as a reduced mixed number is 4 2/5.
To write 52 as a mixed number, you divide 52 by the whole number part of the mixed number, which is 1. This gives you 52 divided by 1 equals 52. Therefore, the mixed number is 52/1, which simplifies to 52. So, 52 can be written as the mixed number 52/1.
2 to the 0
Oh, dude, you're hitting me with some math now? Alright, so 83 divided by 10 is 8 with a remainder of 3. So, as a mixed number, it would be 8 and 3/10. But hey, who really uses fractions in real life anyway, am I right?