Find the sum of 1+3+5+.....+55
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Answered by
32
Answer:
sum of numbers = 784
Step-by-step explanation:
we have to find sum of numbers . This is an example of arithmetic progression.
In this example
t1 = 1 , t2 = 3 t3 = 5
therefore difference = 2
tn = a+ n-1 × d
55 = 1+(n-1) 2
55 = 1+2n-2
55 =2n-1
55+1=2n
56=2n
56/2= n
28=n
sn = n/2 (t1+tn)
= 28/2 (1+55)
=14×56
= 784
sum of numbers = 784
Answered by
1
Step-by-step explanation:
Sum of numbers = 784........
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