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Consider the 8th term of the following Arithmetic Progression.

(A) 8, 3, -2...

(B) 7, 13, 19...

(C) 3, 8, 13...

(D) 11, 16, 21...

Arrange the 8th term of the above Arithmetic Progression in ascending order and choose the correct answer from the options given below:

Solution

✅ Correct Option: 2

Using a8=a+7da_8 = a + 7d:

(A) 8+7(−5)=−278 + 7(-5) = -27

(B) 7+7(6)=497 + 7(6) = 49

(C) 3+7(5)=383 + 7(5) = 38

(D) 11+7(5)=4611 + 7(5) = 46

Ascending: −27<38<46<49-27 < 38 < 46 < 49, i.e. (A), (C), (D), (B).

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