16. If the arithmetic mean of 5 and 9 is inserted between 3 and 7, what is the new arithmetic progression formed?
Answer: a) 3, 5, 7, 9
17. If two arithmetic means are inserted between 3 and 11, what is the common difference of the arithmetic progression?
Answer: a) 2
18. The arithmetic mean of 6 and 12 is inserted between 2 and 10. What is the new progression?
Answer: a) 2, 6, 10, 12
19. How many arithmetic means are required to be inserted between 7 and 21 so that the first term is 7 and the last term is 21?
Answer: b) 2
20. If two arithmetic means are inserted between 10 and 30, what is the 4th term of the resulting arithmetic progression?
Answer: b) 18
21. If two geometric means are inserted between 3 and 27, what is the geometric progression formed?
Answer: a) 3, 9, 27
22. The geometric mean inserted between 4 and 64 is:
Answer: a) 8
23. If 4 geometric means are inserted between 1 and 64, what is the common ratio of the resulting geometric progression?
Answer: a) 2
24. What is the geometric mean inserted between 2 and 18?
Answer: b) 6
25. If 3 geometric means are inserted between 5 and 125, what is the 4th term of the resulting geometric progression?
Answer: b) 25
26. If three arithmetic means are inserted between 4 and 16, what is the 5th term of the resulting arithmetic progression?
Answer: b) 12
27. If three geometric means are inserted between 2 and 32, what is the common ratio of the resulting geometric progression?
Answer: a) 2
28. If two arithmetic means are inserted between 5 and 20, what is the 3rd term of the resulting progression?
Answer: b) 12
29. If three geometric means are inserted between 1 and 81, what is the first term of the geometric progression?
Answer: b) 9
30. If two geometric means are inserted between 3 and 24, what is the 3rd term of the resulting geometric progression?
Answer: b) 9
Note/Caution: studentsbizz.com does not promise a job or an interview in exchange for money. Fraudsters may ask you to pay under the pretext of a registration fee or refundable fee, but please be aware that legitimate employers will not require such payments.