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whatzzupboy
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Can the summation...
Can the summation of a number equal that numbers square root??
Can the summation of a number equal that numbers square root??
This is grade K-12 Dex...dextercioby said:If the sum streches to infinity,then there could be made a connection to the zeta-Riemann function...
What ARE you talking about??whatzzupboy said:no I'm saying if u take the summation of any number can its factors equal the numbers square root
Summation notain of x^1 to (x-1)^1= 1^1+2^1+3^1+4^1...(x-1)^1
dextercioby said:You mean something like:
[tex] \sum_{k=1}^{n} k^{power} [/tex]
If the sum streches to infinity,then there could be made a connection to the zeta-Riemann function...
Daniel.
Yes, the summation of a series can be infinite if the series diverges. This means that the terms of the series continue to increase without bound.
The purpose of summation in mathematics is to calculate the total of a given sequence of numbers. It is often used in areas such as calculus and statistics to find the sum of a series.
Yes, the summation of a series can be negative if the terms of the series alternate between positive and negative values. In this case, the total sum may be positive, negative, or even zero.
Summation is the process of adding a sequence of numbers, while multiplication is the process of repeated addition. In summation, the order of the numbers does not matter, but in multiplication, it does. Additionally, summation can result in a negative or zero value, while multiplication always results in a positive value.
Yes, the summation of a series can be used to find the average by dividing the total sum by the number of terms in the series. This is known as the arithmetic mean and is often used in statistics to represent the central tendency of a set of data.