The cosine of angle A can be written as cos A and

cos A equals the ratio (x/r) = (3)/(5) when point D is (x,y) = (3,4) and r=AD=5.

With angle A in standard position at the origin, the cosine ratio of A is (x coordinate)/(radius) = (3)/(5).

The radius r=5 can be calculated from point D(3,4) using 3

- When angle A is in standard position at the graph's origin (0,0) then cos A equals (x/r).

Since r is the hypotenuse of a right triangle, r can be found from point D(x,y) using x

Consequently, cos A can also be described as (adjacent side)/(hypotenuse).

cos(A) = a/h = x/r .

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