What is the sum of 2,4,6,8.........60
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Answer:
Method 1 :-
Using Simple logic
To sum up this series
2+4+6+8+...+98+100
Take 2 common, so you will get
2(1+2+3+4+...+49+50)
We know the formula for sum of continuous series that is n(n+1)2
2(n(n+1)2)
n(n+1)
50(51)
50×51=2550
Sum of this series is 2550
Method 2 :-
Sum=n2.(a+l)
Where n is no. of term(s) , a is first term & l is last term.
n=last−termdifference−in−series
Sum=502.(2+100)
25×102=2550
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2,4,6,8......60
Answer=930
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