Math, asked by Kavin2105, 11 months ago

The seventh term of an arithmetic progression is four times it's second and twelth term is two more than three times of its fourth term. Find the progression. ​

Answers

Answered by rvpriya052
13

Step-by-step explanation:

a7=4(a2)

a12=2+3(a4)

a+6d=a+d(4)

a+6d=4a+4d

6d-4d=4a-a

2d=3a_____1

a+11d=3(a4)+2

a+11d=3(a+3d)+2

a+11d=3a+9d+2

11d-9d=3a-a+2

2d=2a+2_______2

substitute value 1in 2

3a=2a+2

3a-2a=2

a=2_____3

3a=2d

3(2)=2d

6=2d

d=6/2

d=3

therefore 2,5,8,11

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