There is a RT △ ABC, a = 90 °, B = 60 ° and ab = 1, which is placed in the rectangular coordinate system Let the hypotenuse BC be on the x-axis and the right angle vertex a be on the inverse scale function y = radical 3 / x, and calculate the coordinate of point C (I will solve this problem, and the key is the next one). If we change the conditional hypotenuse BC on the x-axis to hypotenuse BC on the coordinate axis and point a on the image y = radical 3 / x, then calculate the coordinate of point C If it's OK, I'll give you extra points and help me solve it by next Monday

If ad is perpendicular to D, then ad = root 3 / 2 BD = 0.5 CD = 1.5 first ask ad, that is, the absolute value of a's ordinate, then the absolute value of a's abscissa = root 3 / (root 3 / 2) = 2, that is, the abscissa of a is 2 or - 2, then the abscissa of C is 2 + or - 1.5, - 2 + or - 1.5, then the C coordinate is (3.5,0) or (0.5,0) or (- 3.5,0) or (- 0)

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