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What is the formula for calculating the centroid coordinates of the postgraduate entrance examination?
The formula for calculating the center of mass in the double integral of the postgraduate entrance examination is ∫∫D xdxdy= the abscissa area of the center of gravity × d, ∫∫D ydxdy= the ordinate area of the center of gravity × d.

integral formula

1, ∫ a dx = ax+C, a and c are constants.

2. ∫ x a dx = [x (a+1)]/(a+1)+c, where a is a constant and a≦- 1.

3、∫ 1/x dx = ln|x| + C

4.∫ a x dx = (1/lna) a x+c, where a >;; 0 and a ≠ 1

5、∫ e^x dx = e^x + C

6、∫ cosx dx = sinx + C

7、∫ sinx dx = - cosx + C

8、∫ cotx dx = ln|sinx| + C = - ln|cscx| + C