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Class 11 Maths Practice Test - Arithmetic Progression
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Avg score: 77% • Most missed: “If in an A.P., first term is 20 and 12th term is 120. Find the sum up to 12th te…”
Class 11 Maths Practice Test - Arithmetic Progression
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17 Questions

1. If 3rd term of an A.P. is 6 and 5th term of that A.P. is 12. Then find the 21st term of that A.P.
2. If in an A.P., first term is 20 and 12th term is 120. Find the sum up to 12th term.
3. In A.P. 171, 162, 153, ………. Find first non-positive term.
4. If an A.P. is 3,5,7,9……. Find the 12th term of the A.P.
5. In A.P. 171, 162, 153, ………. Find first non-positive term.
6. If two numbers are 2 and 6 then find their arithmetic mean.
7. In A.P. 171, 162, 153, ………. Find first negative term.
8. If in an A.P., first term is 20, common difference is 2 and nth term is 42, then find sum up to n terms.
9. If a constant is multiplied to A.P. then resulting sequence is also an A.P.
10. The sum of n terms of two arithmetic progressions are in the ratio (2n + 3):(7n + 5). Find the ratio of their 9th terms.
11. If general term of an A.P. is 3n then find common difference.
12. If an A.P. is 1,7,13, 19, ……… Find the sum of 22 terms.
13. If sum of n terms of an A.P. is n2+5n then find general term.
14. Insert 4 numbers between 2 and 22 such that the resulting sequence is an A.P.
15. If in an A.P., first term is 20 and 12th term is 120. Find the sum up to 12th term.
16. If 3rd term of an A.P. is 6 and 5th term of that A.P. is 12. Then find the 21st term of that A.P.
17. If an A.P. is 1,7,13, 19, ……… Find the sum of 22 terms.

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