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Do you see why the height of the triangle is 1?
Not quite
The triangle is isosceles, and you're told that one of the angles (specifically, the one opposite the hypotenuse) is a right angle (\(90^\circ\)). This means the other two angles must each be \(45^\circ\). The y-axis bisects the right angle, so the half of the larger triangle that lies in the first quadrant (on the side of the positive x-axis) is similar, and also a \(45^\circ-45^\circ-90^\circ\) triangle, with legs of length 1 and hypotenuse \(\sqrt2\). |dw:1428356613294:dw|
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