These are some series (not the summation of series) that converge: 1/n
1/n2
(a/b)n if a/b < 1 or = 1
sin(1/n)
cos(1/n)
sin(nπ) π = pi
cos([2n+1]π/2)
e-n
(n+2)/n
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A convergent boundary is a deforming region where two tectonic plates or fragments move toward each other and collide. Some examples are; the forming of the Himalayas, New Zealand, and the Aleutian Islands.
A maclaurin series is an expansion of a function, into a summation of different powers of the variable, for example x is the variable in ex. The maclaurin series would give the exact answer to the function if the series was infinite but it is just an approximation. Examples can be found on the site linked below.
The absolute value of the common ratio is less than 1.
give the expansion of Taylor series