A convergent series runs to the X axis and gets as close as you like; close enough, fast enough to take an area under the curve.
1/X2 as simplified example, sans series paraphernalia
A divergent series does not approach the X axis close enough or fast enough to converge adequately on the axis.
1/X
Not always true. Eg the divergent series 1,0,2,0,3,0,4,... has both convergent and divergent sub-sequences.
Those terms are both used to describe different kinds of infinite series. As it turns out, somewhat counter-intuitively, you can add up an infinitely long series of numbers and sometimes get a finite sum. And example of this is the sum of one over n2 where n stands for the counting numbers from 1 to infinity. It converges to a finite sum, and is therefore a convergent series. The sum of one over n is a divergent series, because the sum is infinity.
what is the difference between N series and C series in nokia mobile phones
Not necessarily, and I'll give you an example. The harmonic series, Σ∞n=1 (1/n), is divergent. However, if you square (1/n) and use the result in the above series; i.e. Σ∞n=1 (1/n2), which is the p-series for p = 2, the result is that the series converges, and so therefore, by definition, is not divergent.
difference between series is one pathway through circuit,difference between parralal is more then one pathway through circuit.
Expalain the difference between cyclical and seasonal variations in a data series?
The difference between the Lenovo T series and the Lenovo S series is the type of laptop. The Lenovo S series is a laptop, while the Levnovo T series is a tablet.
The difference between each number in an arithmetic series
your name
No. Theo James, who plays Four in the Divergent series, is from Oxford, Oxfordshire, England, UK.
Book 1, Divergent
If you like the Dystopian feel of it then you will probably like The Hunger games series, The Maze Runner series and maybe the Mortal Instruments series