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Find the sum of each series.
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\[\sum_{i = 1}^{100}6\]
how do you do this?
Remember back in the good old days when you learned to multiply? How did one multiply \(3\cdot 6\) when you didn't know how your multiplication tables? That should help.
so you mean to say multiply 100 . 6?
Roughly, right? Is that not how you were taught to multiply two integers?
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i dont remember
i mean i know how to do this by adding from 1 to 100 but i don't know how to do it in short simple step. is there any formula to sum up huge numbers?
Well, yes, you have 6 added one hundred times, therefore the expression is equivalent to \(100\cdot6\)
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