Question

find 50 term from end of the given AP 2,5,8,11...... 272​

Answer 1

Answer:

9183+92828-1918+ 8233871-9273

Answer 2

Step-by-step explanation:

Given A.P. 2,5,8,11........272

here, t1= 2, t2=5, tn=272, d=t2−t1=5−2=3 Therefor, d=3

$t50= t1 + (n - 1)d \\ = > t50=2 + (50- 1)3 \\ = > t 50= 2 +(49)3 \\ = > t50 = 2 + 147 \\ = > t50 = 149$

Here is your answer:

50th term of given A.P. is 149

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