Exercise 7.2

203

• Finding the nearest multiple of the denominator(3) to the numerator(20) i.e.
• Rewriting the numerator as a sum: 20 = 18 +
• Splitting the given fraction into two separate fractions: +
• Simplifying the possible terms.
• Removing the addition sign, we get the desired mixed fraction: 6 236 13
• We have found the answer.

115

• Finding the nearest multiple of the denominator(5) to the numerator(11) i.e.
• Rewriting the numerator as a sum: 11 = 10 +
• Splitting the given fraction into two separate fractions: +
• Simplifying the possible terms.
• Removing the addition sign, we get the desired mixed fraction: 2 152 25
• We have found the answer.

177

• Finding the nearest multiple of the denominator(7) to the numerator(17) i.e.
• Rewriting the numerator as a sum: 17 = 14 +
• Splitting the given fraction into two separate fractions: +
• Simplifying the possible terms.
• Removing the addition sign, we get the desired mixed fraction: 2 373 37
• We have found the answer.

285

• Finding the nearest multiple of the denominator(5) to the numerator(28) i.e.
• Rewriting the numerator as a sum: 28 = 25 +
• Splitting the given fraction into two separate fractions: +
• Simplifying the possible terms.
• Removing the addition sign, we get the desired mixed fraction: 5 353 35
• We have found the answer.

196

• Finding the nearest multiple of the denominator(6) to the numerator(19) i.e.
• Rewriting the numerator as a sum: 19 = 18 +
• Splitting the given fraction into two separate fractions: +
• Simplifying the possible terms
• Removing the addition sign, we get the desired mixed fraction: 3 163 13
• We have found the answer.

359

• Finding the nearest multiple of the denominator(9) to the numerator(35) i.e.
• Rewriting the numerator as a sum: 35 = 27 +
• Splitting the given fraction into two separate fractions: +
• Simplifying the possible terms.
• Removing the addition sign, we get the desired mixed fraction: 3 893 79
• We have found the answer.