the fourth term of AP is 6 more than its second term. if the eight term is 26 find the ap
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10
Answer:
5, 8 , 11, 14,.....
Explanation:
Given
a4= 6+ a2
=> a4 - a2 = 6
=> a +3d -a -d = 6
=> 2d = 6
=> d = 3.
a8 = 26
=> a + 7d = 26 ----------(I)
Putting the value of d in (I)
a+7(3)= 26
=> a + 21 = 26
=> a = 26 - 21
= 5
Therefore, AP is 5 ,8, 11, 14......
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