The first and the last terms of an AP are 17 and 350 respectively. If the common differenceis 9, how many term are there and what is their sum
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n= 38
Sum = 6973
This is the ans
Sum = 6973
This is the ans
Answered by
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let a be the first term and d be the common diff.
l =a+(n-1)d
350=17+(n-1)9
350 -17 =9n-9
333+9=9n
342/9=n
n=38 terms
s38=38/2(2*17 +(38-1)9)
=6973
l =a+(n-1)d
350=17+(n-1)9
350 -17 =9n-9
333+9=9n
342/9=n
n=38 terms
s38=38/2(2*17 +(38-1)9)
=6973
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