find the sum of integers which are divisible by 2 and 3 from 1 to 50
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AP for such numbers is 6,12,18,.......48
Here, a = 6
and, d = 6
Let there be n terms in this AP
so, an = 48
a + (n-1)d = 48
(n-1)6 = 42
so, n-1 = 7
so, n = 8
So, S = S8 = 8/2 [a+l]
= 4[a+l]
= 4[6+48]
= 54*4
= 216
Here, a = 6
and, d = 6
Let there be n terms in this AP
so, an = 48
a + (n-1)d = 48
(n-1)6 = 42
so, n-1 = 7
so, n = 8
So, S = S8 = 8/2 [a+l]
= 4[a+l]
= 4[6+48]
= 54*4
= 216
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