What is the number of terms in the series 117, 120, 123, 126,.............., 333?
Answers
Answered by
4
Here is ur answer !!!
a = 117
d = 3
n = ?
An = a + (n-1)d
333 = 117 + 3n - 3
333-114 = 3n
n = 219/3
n = 73
Hope it helps u :-)
a = 117
d = 3
n = ?
An = a + (n-1)d
333 = 117 + 3n - 3
333-114 = 3n
n = 219/3
n = 73
Hope it helps u :-)
Answered by
13
Hey !!
AP = 117 , 120 , 123 , ......... , 333
Here,
First term ( a ) = 117
Common difference ( d ) = 3
Last term ( Tn ) = 333
a + ( n - 1 ) × d = 333
117 + ( n -1 ) × 3 = 333
117 + 3n - 3 = 333
3n + 114 = 333
3n = 333 - 114
3n = 219
n = 73.
Hence,
Number of terms = 73.
AP = 117 , 120 , 123 , ......... , 333
Here,
First term ( a ) = 117
Common difference ( d ) = 3
Last term ( Tn ) = 333
a + ( n - 1 ) × d = 333
117 + ( n -1 ) × 3 = 333
117 + 3n - 3 = 333
3n + 114 = 333
3n = 333 - 114
3n = 219
n = 73.
Hence,
Number of terms = 73.
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