find the sum of all even number from 1to 350
Answers
Answered by
4
We can solve it in an easy way..
The formula of finding the sum of all even no.s is n*(n+1)
Where n=((first even no+last even no)÷2)-1
Here first even no is 2 and ladt is 350
n=((2+350)÷2)-1=176–1=175
Our ans is 175*(175+1)=175*176=30800
I think this is easier than the ap method
The formula of finding the sum of all even no.s is n*(n+1)
Where n=((first even no+last even no)÷2)-1
Here first even no is 2 and ladt is 350
n=((2+350)÷2)-1=176–1=175
Our ans is 175*(175+1)=175*176=30800
I think this is easier than the ap method
Answered by
3
✌hey here is ur ans ...✌
here
a = 2
d = 2
an = 350
an = a + ( n - 1 ) d
= 350 = 2 + ( n - 1 ) × 2
= 248 = 2n - 2
= 2n = 350
= n = 350/2
= n = 175
Sn = n/2 ( a + an )
Sn = 175/2 ( 2 + 350 )
Sn = 175/2 × 352
Sn = 175 × 176
Sn = 30800
hope it will help uh ..
nd plz mark as brainliest ☺
here
a = 2
d = 2
an = 350
an = a + ( n - 1 ) d
= 350 = 2 + ( n - 1 ) × 2
= 248 = 2n - 2
= 2n = 350
= n = 350/2
= n = 175
Sn = n/2 ( a + an )
Sn = 175/2 ( 2 + 350 )
Sn = 175/2 × 352
Sn = 175 × 176
Sn = 30800
hope it will help uh ..
nd plz mark as brainliest ☺
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