Generally, converting a percentage to a fraction involves dividing it by 100, as percents are values out of 100.
So we divide 350 by 100 to get decimal form: \(\frac{350}{100}=3.5\)
As for mixed fractions, you will need to find a multiple of the denominator that is as close as possible to the fraction form of the percentage.
So here we have \(\frac{350}{100}\); to convert this from an improper number to a mixed number, we need to find the closest multiple of 100 to the numerator, 350.
That would be 3, since \(3\times100=300\).
Therefore you will now have a fractional sum of \(\frac{300+50}{100}\). As 300 divided by 100 is 3, that's the whole number part... the remaining 50 will go into the fractional part, giving you \(3\frac{50}{100}\) or \(3\frac{1}{2}\)
