Math, asked by shubhijais4791, 8 months ago

2 marks)
3. Find the 31st term of an
a.P. Whose 10th term is 31 and the 15th term is 66

Answers

Answered by singa8186
6

Answer:

178

Step-by-step explanation:

a10=31

a15=66

a+9d=31------1

a+14d=66------2

applying elimination on 1st and 2nd equation

we get d=7

put the value of d in 1 eqn

a+9(7)=31

a+63=31

a=-32

we have to find 31st term

a+30d=-32+30(7)

-32+210

178

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