An intelligent selection and representation method for significant digits of a significant figure operational result includes the steps: firstly, searching each character in a numeric expression from left to right, acquiring adding and subtracting items with '+' or '-' serving as a
breakpoint, acquiring multiplying and dividing items in each adding and subtracting item with '*' or ' / ' serving as a
breakpoint, and acquiring power base items of each multiplying and dividing item with '^' serving as a
breakpoint; secondly, performing trigonometric function and logarithm operation, selecting the significant digits of the operational result, and utilizing a selection result to substitute for an original trigonometric function or logarithm function expression; thirdly, counting significant digits of multiplying and dividing data and power base data in each adding and subtracting item, wherein the minimum digits are the significant digits of a result of the data after multiplication, division and power operation, and the operational expression only including addition and subtraction is obtained after multiplication, division and power operation; and fourthly, unifying the
exponential form of scientific notation of all the adding and subtracting data, counting error digits of all the data, and obtaining error digits of
significant figures. The intelligent selection and representation method adopts intelligent selection, is effectively applicable to occasions for
processing massive data and with random digits, and is high in applicability.