Which term of AP is 248?

Hence, 248 is the 50th term of the given A.P.

Which term of A.P. is 420?

Therefore 420 is the 20th term of this A.P.

Which term of A.P. is 254?

Hence, 254 is the 51st term of the given A.P. Concept: Arithmetic Progression (A.P.)

Is 302 a term?

Therefore 302 is not a term of the given sequence.

Which term of A.P. is 88?

Hence, the 18th term of the given AP is 88.

Which term of the A.P. 3,8,13… is 248?

Which term of AP 147 is 88?

Expert-verified answer

30th term of AP is 88.

Which term of an AP 21 18 15 is?

Which term of the AP 21, 18, 15, … is zero? ⇒ n = 8 . 0 is the 8th term.

Is 184 a term of the sequence?

∴ 184 is not a term of the given sequence.

Which term in the A.P. 68 64 60 is?

d = 64 - 68 = - 4.

How many terms are there in A.P. 7 10?

Thus, there are 13 terms in the given A.P. Concept: Arithmetic Progression (A.P.)

Which term of AP is 109?

Hence, 109 is the 22^nd term of the Arithmetic Progression.

Is 150 a term of the AP?

– 150 is not a term of the AP : 11, 8, 5, 2 . . .

Which term of the sequence is 124?

Hence, 25th term of the given sequence is 124.

Is 68 a term of AP?

Since $n$ is a term, it cannot be a fraction. Therefore, $68$ is not a term of the A.P. $7,10,13,...

Which term of the AP 52 1 is 49?

Answer. 19 th term is -49.

What is the common difference of the AP in which 18th 14th term 32?

Solving this equation we get d = 8. Hence, the Common Difference of the AP in which a₁₈ – a₁₄ = 32 is 8.

Which term of AP is 81?

Therefore, the 35th term of the given AP is – 81.

Which term of AP is 70?

✨Answer: 11 term is 70.

Which term of the AP 72 63 54 is o?

Thus, the 9th term of the given AP is 0.

Is 84 a term of the sequence?

thus 84 is not a term.

Which term of AP is 84 more than its 13th term?

Hence, 25th term is 84 more than the 13th term.

Which term of the AP 27 24 21 is?

Solution: The term of the A.P. which is 0 is 10th.

Which term of the AP 18 15 12 is?

therefore the -6th term is 9.

Which term of the AP 14 11 is?

Expert-verified answer

Therefore, term of the AP is -1.