Now we're introducing "Limits" in Geometry!

Geometry Level 5

Let m,wm,w and hh be the lengths of the median, the angle bisector and the altitude, respectively, from the right-angled vertex AA of a triangle ABCABC to the hypotenuse. Suppose that the side cc is fixed in length, while the side bb varies subject to a>bca>b \geq c. Evaluate the value of the following correct upto three places of decimals:

limbcmhwh= ?\large{\lim_{b \to c} \dfrac{m-h}{w-h}=\ ?}

×

Problem Loading...

Note Loading...

Set Loading...