CALC.seriessum(x, n, m, coefficients)
Related Functions & Properties
CALC.abs(number)
CALC.Acos(number)
CALC.AcosH(number)
CALC.Asin(number)
CALC.Asinh(number)
CALC.atan(number)
CALC.atan2(numberX, numberY)
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CALC.cosh(number)
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CALC.lcm(array)
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CALC.log(number, base)
CALC.log10(number)
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CALC.minverse(array)
CALC.mmult(array1, array2)
CALC.mod(number, divisor)
CALC.mround(number, multiple)
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CALC.radians(angle)
CALC.roman(number)
CALC.round(number, num_digits)
CALC.rounddown(number, num_digits)
CALC.roundup(number, num_digits)
CALC.seriessum(x, n, m, coefficients)
CALC.sin(angle)
CALC.sinH(number)
CALC.sqrt(number)
CALC.sqrtpi(number)
CALC.subtotal(functionnumber, array)
CALC.sum(Array)
CALC.sumif(Array1, ConditionString, array2)
CALC.sumproduct(2DArray)
CALC.sumsq(Array)
CALC.sumx2my2(array1, array2)
CALC.sumx2py2(array1, array2)
CALC.sumxmy2(array1, array2)
CALC.tan(angle)
CALC.tanh(number)
CALC.trunc(number, num_digits)
Returns the sum of a power series based on the formula:
a1xn + a2x(n+m) + a3x(n+3m) +
+ aix(n+(i-1)m). X is the input
value to the power series. N is the initial power to which you want to
raise X. M is the step by which to increase N for each term in the series.
Coefficients is a set of coefficients by which each successive power
of X is multiplied.
Example
CALC.seriessum(2, 0, 1, [1,2,3]);
// returns 17