Aright triangle has only one 90° angle. Both of its other angles have measures greater than 0° and less than 90°. Why is it useful to define the tangent of 90° to equal 1, and the tangent of 0° to equal 0? Consider a right triangle in which the complementary angles are very close to 0° and [select) ♥ P. Let the length of the hypotenuse be 1. The tangent of the small angle is very close to (select) ♥ The 1. (select) v 1 tangent of the larger angle will be very close to

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