Enter fraction(s) below:
Simplify and Evaluate the following fraction:
| 455 | |
| 8 |
First, evaluate the numerator and denominator
The numerator is 455
The denominator is 8
Reduce our fraction
Reduce the numerator by GCF
(1/1) x 455 = 455
Reduce the denominator by GCF
(1/1) x 8 = 8
Build our reduced answer
| 455 | |
| 8 |
Simplify the improper fraction:
Determine the integer of Numerator ÷ Denominator
Integer = 455 ÷ 8 = 56
Remainder = 455 - 56(8)
Remainder = 455 - 448
Remainder = 7
Build mixed fraction:
Integer & Remainder ÷ Original Denominator
56 & 7/8
455/8
Convert this fraction number to a mixed number.
Let's find the whole number first.
The formula for this is:
Numerator/Denominator) in whole numbers
Using the fraction you entered of 455/8, let's evaluate:
Whole Number = 455 / 8 = 56.875
Whole Number = Integer(56.875)
Whole Number = 56
Find the fractional portion of the mixed number
| (Numerator - Denominator x Whole Number) | |
| Denominator |
Using the values we entered and calculated, we get:
| Fraction Portion = | (455 - 8 x 56) |
| 8 |
| Fraction Portion = | 455 - 448 |
| 8 |
| Fraction Portion = | 7 |
| 8 |
Combine both pieces for the mixed number:
Mixed Number = Whole Number & fraction Portion
Mixed Number = 56 & 7/8
Mixed Number can also be written as 56 and 7/8
Write this as a whole number
Whole Number = 56
Final Answer
455/8
