A man notices two objects in a straight line due west. After Walking a distance \(x\) due north he observes that the objects subtend an angle \(\alpha\) at his eye, and after walking a further distance \(2x\) due north they subtend an angle \(\beta\). If the height of the man is being neglected then the distance between the objects is

**Note**

You can find more such problems here

×

Problem Loading...

Note Loading...

Set Loading...