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Methodical recommendation:

Theory

Number Name Description
1. Fundamental operations in fractions: Addition Learn the theory on fundamental operations in fractions with addition operation.
2. Fundamental operations with fractions:subtraction Learn the theory on fundamental operations in fractions with subtraction operation.

Practice Questions

Number Name Type Difficulty Marks Description
1. Subtraction-like fractions 1st type - receptive easy 2 m. Practise how to solve the subtraction of two fractions having the same denominator.
2. Subtraction-Unlike fraction 1st type - receptive easy 2 m. Practise how to solve the questions given using addition of fractions.
3. Find out how many litres of drinks a person has 1st type - receptive easy 2 m. Practice to findout how many litres of drink a person has, if the litres are given in mixed fraction.
4. Addition-Improper fraction-I 1st type - receptive easy 3 m. Practice to add the two mixed fractions with same denominators.
5. Answer the given questions 2nd type - interpretation medium 2 m. Practise how to find the result by subtracting the fractions.
6. Find the fraction of work done by a person 2nd type - interpretation medium 2 m. Practice to find the fraction of work done by a person.
7. Cross-multiplication in subtraction 2nd type - interpretation medium 3 m. Practise how to solve the questions given using addition of fractions.
8. Determine the fraction of the food the person had eaten 2nd type - interpretation medium 4 m. Practice to determine the fraction of the food the person had eaten if the mixed fractions are given with different denominators.
9. Solve the questions 2nd type - interpretation medium 4 m. Practise how to solve the questions given using addition of fractions.
10. Estimate the current weight of the fish 2nd type - interpretation medium 2 m. Estimate the current weight of the fish by applying the arithmetic operation of fraction.
11. Determine the lenght of the two wire 2nd type - interpretation hard 4 m. Practice to find the length of the two-wire if the metres are given in mixed fraction.
12. Complete the table 1st type - receptive hard 5 m. Practise how to solve the questions given using addition of fractions.
13. Determine the distance travelled by a person 2nd type - interpretation hard 3 m. Practise to determine the distance travelled by a person if the distances are given in mixed fractions.
14. Add the difference of given fractions 1st type - receptive hard 3 m. Practice to add the difference of given fractions.
15. Solve the quiz 3rd type - analysis hard 4 m. To solve the puzzle by converting the given fractions into mixed fractions.

Questions for Teacher Use

Number Name Type Difficulty Marks Description
1. Addition-Improper fraction-II Other easy 3 m. Practice to add the two mixed fractions with different denominators.
2. Total work done by a person Other easy 2 m. To find the fraction of work done by a person.
3. Subtraction-Improper fraction-II Other medium 4 m. Subtract the two mixed fractions with different denominators.
4. Cross-multiplication in addition Other medium 3 m. To solve the questions given using addition of fractions.
5. Find the fraction of the item Other medium 3 m. To find the result by subtracting two fractions.

Tests

Number Name Recomended time: Difficulty Marks Description
1. Training test 00:20:00 medium 7 m.
2. Training test 00:20:00 medium 6 m.

Question Bank for Teachers

Number Name Recomended time: Difficulty Marks Description
1. Homework 00:20:00 medium 8 m.
2. Homework 00:20:00 medium 12 m.
3. Homework 00:20:00 medium 11 m.
4. Progress test 00:20:00 medium 14 m.
5. Progress test 00:20:00 medium 15 m.