Deret Aritmatika: Program Seeking Series Arithmetic and Number Series Arithmetic
Arithmetic series can also be written as follows:
a + (a + b) + (a +2 b) +. . . . . . + (a + (n-1) b)
a = initial rate
b = difference
n = many tribes
Un = a + (n - 1) b is the n-th quarter
Total n rates :
Sn = 1 / 2 n (a + Un)
= 1 / 2 n [2a + (n-1) b]
= 1/2bn² + (a - 1/2b) n --> quadratic function (in n)
= 1 / 2 n [2a + (n-1) b]
= 1/2bn² + (a - 1/2b) n --> quadratic function (in n)
Description:
1. Differences between the two successive quarters is fixed (b = Sn ")
2. Front arithmetic will rise if b> 0
Front arithmetic will go down if b <0
3. Relationships occur Un = Sn - Sn-1, or Un = Sn '- 1 / 2 Sn "
4. If an odd number of quarter, the central rate
Ut = 1 / 2 (U1 + Un) = 1 / 2 (U2 + Un-1)
5. Sn = 1 / 2 n (a + Un) = nUt --> Ut = Sn / n
6. If three numbers form an arithmetic line, so to simplify the calculation of these numbers suppose it is a - b, a, a + b
1. Differences between the two successive quarters is fixed (b = Sn ")
2. Front arithmetic will rise if b> 0
Front arithmetic will go down if b <0
3. Relationships occur Un = Sn - Sn-1, or Un = Sn '- 1 / 2 Sn "
4. If an odd number of quarter, the central rate
Ut = 1 / 2 (U1 + Un) = 1 / 2 (U2 + Un-1)
5. Sn = 1 / 2 n (a + Un) = nUt --> Ut = Sn / n
6. If three numbers form an arithmetic line, so to simplify the calculation of these numbers suppose it is a - b, a, a + b
Procedures for making me make something like this:
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