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OMAN COLLEGE OF MANAGEMENT AND TECHNOLOGY
General Foundation Program
Level 1 Mathematics Worksheet No : 5
Topic/s: ______________________________________
1. Answer the following Questions
1. When 12 is added with a number the result is equal to 67. Find the number.
2. When a number is added with 19, the result is equal to 8 . Find the number.
3. When 93 is subtracted from three times of a number the result is equal to 122. Find
the number.
4. When a number is subtracted from 98 the result is equal to 142. Find the number.
5. What is the number which when multiplied by 3 and added to 6 gives same result as
when it is divided by 3 and added to 22.
6. What is the number which when multiplied by 4 and added to 5 gives same result as
when it is divided by 5 and added to 43.
7.
What is the number which when multiplied by 6 and added to 1 gives same result as
when it is divided by 8 and added to 48.
8. The sum of three consecutive natural numbers is 186. Find the numbers.
9. The sum of three consecutive natural numbers is 474. Find the numbers.
10. The sum of three consecutive odd numbers is 159. Find the numbers.
11. The sum of three consecutive odd numbers is 861. Find the numbers.
12. The sum of three consecutive Even numbers is 564. Find the numbers.
13.
The sum of three consecutive natural numbers is 456. Find the numbers.
14.
Present ages of Hamed and Ahmed are in the ratio 3 : 7 . Four years from now the
ratio of their ages will be 1 :2. Find their present ages.
15.
Present ages of Amina and Juhina are in the ratio 9: 19 . Seven years from now the
ratio of their ages will be 5 : 9. Find their present ages.
16. Find remainder by Remainder Theorem (m5 – 4m3 +6m2 -9m +12) ÷ ( m + 2)
17. Find remainder by Remainder Theorem (y5 – 11y3 +3y2 -7y +6) ÷ ( y -3)
18. Find remainder by Remainder Theorem (3n4 – 12n3 +6n2 -9n +34) ÷ ( n + 4)
19. Find remainder by Remainder Theorem (5k4 – 6k3 +5k2 -12k +15) ÷ ( k - 2)
20. Find remainder by Remainder Theorem (7t4 – 3t3 + 8t2 – 11t + 21) ÷ ( t + 4)
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OMAN COLLEGE OF MANAGEMENT AND TECHNOLOGY
General Foundation Program
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