if sum of AP is 37 and 15 term is more 15 more than the 12 times find the AP and find sum of first 15 terms of AP
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"if the sum of AP is 37 and 15 term is more 15 more than the 12 times find the AP and find the sum of first 15 terms of AP
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For any Arithmetic Progression, the nth term can be written as (a + (n-1)d), where 'a' = first term, 'd' = Common difference between two terms, and 'n' = number of terms.
e.g. 3rd term = a+2d, 1st term = a + 0d = a
The amount of the fourth and twelfth term of an arithmetic progression is 20.
4th Term + 12th Term = 20 ----------> (a+3d) + (a+11d) = 20 ----------> 2a + 14d = 20"
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