sum of the 'n' odd natural numbers in 961 . what is the value of 'n'
Answers
Answered by
0
Hey✨✨✨✨✨
Here is your answer,⬇⬇⬇⬇
______________________________________________
The sequence becomes 1,3,5,7,9...
Here,
First term, a = 1
Common difference , d = 2
Sn = 961
The formula is Sn = n/2 ( 2a + ( n-1 ) d )
961 = n/2 ( 2(1) + (n-1) 2 )
961 = n ( 1+n-1 )
Both 1 and -1 will get cancelled
n^2 = 961
n = √ 31 x 31
n = 31
______________________________________________
Hope it helps you!✔✔✔✔
Answered by
10
Odd natural numbers are : 1 , 3 , 5 , 7 .......
Here,
First term ( a ) = 1
Common difference ( d ) = 2
Sn = 961
n × 2a + ( n -1) × d / 2 = 961
n / 2 × ( 2a + ( n -1) × d = 961
n/2 × 2×1 + (n-1) × 2 = 961
n = 31
Here,
First term ( a ) = 1
Common difference ( d ) = 2
Sn = 961
n × 2a + ( n -1) × d / 2 = 961
n / 2 × ( 2a + ( n -1) × d = 961
n/2 × 2×1 + (n-1) × 2 = 961
n = 31
Similar questions