Find the sum of the following series? -64, -66, -68,......-100
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Answered by
3
a = - 64
d = - 2
L = - 100
=> a + (n-1)d = - 100
=> - 64 + (n-1) (-2) = - 100
=> (n-1)(-2) = - 36
=> n-1 = 18
=> n = 19
S19 = 19/2 [ a +l]
= 19/2 [ - 64 - 100]
= 19*( - 164) / 2
= 19 (-82)
= - 1558
d = - 2
L = - 100
=> a + (n-1)d = - 100
=> - 64 + (n-1) (-2) = - 100
=> (n-1)(-2) = - 36
=> n-1 = 18
=> n = 19
S19 = 19/2 [ a +l]
= 19/2 [ - 64 - 100]
= 19*( - 164) / 2
= 19 (-82)
= - 1558
Answered by
0
S=n/2{2a+(n-1)d}
S=n/2{2×(-64)+(n-1)×(-2)
=n/2{-128-2n+2}
=n/2{-126-2n}
=-63n-n^2
S=n/2{2×(-64)+(n-1)×(-2)
=n/2{-128-2n+2}
=n/2{-126-2n}
=-63n-n^2
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