Current location - Training Enrollment Network - Mathematics courses - How to operate ∑ in advanced mathematics?
How to operate ∑ in advanced mathematics?
1, the ∑ symbol means sum, and ∑ is pronounced as sigma, which means sum in English and is the sum.

∑ formula calculation: the number indicating the beginning and end. For example, i=2 below, and the number 10 above means from 2 to 10.

For example, 10∑(2i+ 1) represents the summation formula: (2 * 2+1)+(2 * 3+1)+...+(2).

i=2

2i+ 1 in the formula is the general formula Ai of the series, I is the ordinal number of the item, i=2 means counting from the second item of the series {2i+ 1}, and the top 10 is the end of the item 10.

2. The usage of ∑:

Where I stands for the lower bound, n stands for the upper bound, and k starts from I and goes all the way to n, all of which add up.

∑ i can also be expressed as the sum of I, which is a variable.

The extended data capital σ is used for mathematical summation symbols, such as ∑Pi, where i= 1, 2, ..., t, which is the sum ...+angle of P 1+P2+. Lowercase σ is used for statistical standard deviation. Both the с of Cyrillic alphabet and the S of Latin alphabet are derived from Sigma.

∑ (summation symbol)

English name: Shima

Chinese name: Sigma (capital σ, lowercase σ)

Sigma (capital σ, lowercase σ) is the18th Greek letter. In Greek, if the last letter of a word is lowercase sigma, it should be written in lowercase sigma. In modern Greece, this number stands for 6.

Capital σ is used for mathematical summation symbols, such as ∑Pi, where i= 1, 2, ..., t, which is the sum of P 1+P2+ and ...+angle. Lowercase σ is used for statistical standard deviation. Both the с of Cyrillic alphabet and the S of Latin alphabet are derived from Sigma.

Baidu Encyclopedia-√