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## Algebraic Expressions - Evaluation 4

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1. Write the answer as an improper fraction.
 If e = 7 3 5 then e − 5 = _______

 7 3 5 − 5 = 38 5 − 5 1 = 38 5 − 25 5 = 13 5

2. Write the answer as an improper fraction.
 If r = 3 2 7 then r − 2 = _______

 3 2 7 − 2 = 23 7 − 2 1 = 23 7 − 14 7 = 9 7

3. Write the answer as a proper fraction.
 If q = 2 9 then 5 7 − q = _______

 5 7 − 2 9 = 45 63 − 14 63 = 31 63

4. Write the answer as a proper fraction.
 If g = 3 5 then g− 2 5 = _______

 3 5 − 2 5 = 1 5

5. Write the answer as a proper fraction.
 If p = 1 then p − 3 5 = _______

 1 − 3 5 = 1 1 − 3 5 = 5 5 − 3 5 = 2 5

6. Write the answer as an improper fraction.
 If p = 3 5 then p + 1 = _______

 3 5 + 1 = 3 5 + 1 1 = 3 5 + 5 5 = 8 5

7. Write the answer as a mixed number
(with a space between the integer part and the fraction part).
 If j = 3 5 then j + 2 3 = _______

 3 5 + 2 3 = 9 15 + 10 15 = 19 15 = 1 4 15

8. Write the answer as a proper fraction.
 If t = 5 7 then 2 9 + t = _______

 2 9 + 5 7 = 14 63 + 45 63 = 59 63

9. Write the answer as an improper fraction.
 If r = 3 2 7 then r + 7 = _______

 3 2 7 + 7 = 23 7 + 7 1 = 23 7 + 49 7 = 72 7

10. Write the answer as a proper fraction.
 If k = 5 7 then 12 13 × k = _______

 12 13 × 5 7 = 60 91

11. Write the answer as a mixed number
(with a space between the integer part and the fraction part).
 If b = 3 2 5 then b × 4 = _______

 3 2 5 × 4 = 17 5 × 4 1 = 68 5 = 13 3 5

12. Write the answer as a proper fraction.
 If y = 2 2 7 then y × 1 3 = _______

 2 2 7 × 1 3 = 16 7 × 1 3 = 16 21

13. Write the answer as a proper fraction.
 If t = 3 5 then t × 2 3 = _______

 3 5 × 2 3 = 6 15 = 2 5

14. Write the answer as a proper fraction.
 If w = 5 7 then 2 9 × w = _______

 2 9 × 5 7 = 10 63

15. Write the answer as a proper fraction.
 If d = 5 7 then 2 9 ÷ d = _______

 2 9 ÷ 5 7 = 2 9 × 7 5 = 14 45

16. Write the answer as a proper fraction.
 If t = 3 5 then t ÷ 2 3 = _______

 3 5 ÷ 2 3 = 3 5 × 3 2 = 9 10

17. Write the answer as a proper fraction.
 If h = 2 7 then h ÷ 5 6 = _______

 2 7 ÷ 5 6 = 2 7 × 6 5 = 12 35

18. Write the answer as a mixed number
(with a space between the integer part and the fraction part).
 If g = 2 2 5 then g ÷ 1 3 = _______

 2 2 5 ÷ 1 3 = 12 5 × 3 = 36 5 = 7 1 5

19. Write the answer as a mixed number
(with a space between the integer part and the fraction part).
 If g = 4 1 2 then g ÷ 1 3 = _______

 4 1 2 ÷ 1 3 = 9 2 × 3 1 = 27 2 = 13 1 2

20. Write the answer as a proper fraction.
 If j = 3 2 3 then j ÷ 4 = _______