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1 vote
Find the sum of the sequelle
Σ (k3 - 6)
k= 1
3
Σ (3-6) =

1 Answer

2 votes

Answer:


\sum\limits^3_(k=1)(k^3 - 6) = 18

Explanation:

Given


\sum\limits^3_(k=1)(k^3 - 6)

Required

Evaluate

This means that we substitute 1 to 3 for k.

So, we have:


\sum\limits^3_(k=1)(k^3 - 6) = (1^3 - 6)+(2^3 - 6)+(3^3 - 6)


\sum\limits^3_(k=1)(k^3 - 6) = (1 - 6)+(8 - 6)+(27 - 6)


\sum\limits^3_(k=1)(k^3 - 6) = -5+2+21


\sum\limits^3_(k=1)(k^3 - 6) = 18

User Hala
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