Since an inverse function essentially undoes the effects of the original function, you need to learn how to use them. Therefore, in this article, we have tried to acquaint you with the method of using inverse functions.
Complementary and supplementary angles – Example 2: Complementary and supplementary angles – Example 3: Notice that two angles form a straight angle when together. This means that the angles are supplementary and have a sum of \(180^\circ\). \(x+43=180→x=180-43=137^\circ\) Complementary and supplementary angles – Example 4: Find the missing angle. Solution: Notice that two angles form […]
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