![]() ![]() #Find supplementary angle how toWe cover the criteria for supplementary angles, how to find them (which is an expansion of the above calculation), the properties of supplementary angles, the different types, and lots of examples to work through. If you want to learn more about the theory of supplementary angles and how they differ from complementary angles, we have a blog post that might help. If you'd like some ideas of angles to calculate, take a look at the random list in the sidebar and try to solve them without checking the answer first. Give this a try for yourself and try to work out the supplementary angles of any given angle which is less than 180°. This means that the supplementary angle of 32 degrees is 148 degrees. You should now be able to see the answer to this problem forming, as we just need to deduct 32 from 180 to get our supplementary angle: Let's rearrange the equation using algebra to work out the supplement of 32°: What we need to do is solve this equation so that we can find S, the supplementary angle. We know that the supplementary angle added to the given angle of 32° equals 180 degrees. Since the sum is exactly 180, we can say that they are supplementary to each other. If we get the sum of two angles, we will have 72 + 108 180. In the figure, we can see two angles one measuring 72 and the other angle with measure 108. Find the supplement of the angle (30 + x). Step 2: Assign a variable (x) ( x ) to the unknown angle that is a. Hence, they are a pair of supplementary angles. Step 1: Read the value of the given angle in the word problem. To start with, let's set up the problem we are trying to solve as an equation. Let’s look at one example of supplementary angles. Add the given two angles and check if the resultant angle is 180 or not. This is a very simple problem to solve, and we can work out the supplement of 32 degrees using some basic algebra. ![]() S + 100 180 What we need to do is solve this equation so that we can find S, the supplementary angle. In this example, we are trying to calculate the supplementary angle for the given angle of 32 degrees. We know that the supplementary angle added to the given angle of 100 equals 180 degrees. Please use the tool below to link back to this page or cite/reference us in anything you use the information for.What is the Supplementary Angle of 32 Degrees?Ī supplementary angle is the angle which produces a straight line of 180° when added to the given angle. You should now be able to see the answer to this problem forming, as we just need to deduct 32 from 180 to get our supplementary angle: 180 - 32 148. Lets rearrange the equation using algebra to work out the supplement of 32°: S 180 - 32. ![]() We cover the criteria for supplementary angles, how to find them (which is an expansion of the above calculation), the properties of supplementary angles, the different types, and lots of examples to work through. What we need to do is solve this equation so that we can find S, the supplementary angle. This means that the supplementary angle of 14 degrees is 166 degrees. You should now be able to see the answer to this problem forming, as we just need to deduct 14 from 180 to get our supplementary angle: Alternate, corresponding, vertical and supplementary angles. Math games recommended for You: Identifying angles. Let's rearrange the equation using algebra to work out the supplement of 14°: Practice finding and counting supplementary angles. We know that the supplementary angle added to the given angle of 14° equals 180 degrees. To start with, let's set up the problem we are trying to solve as an equation. This is a very simple problem to solve, and we can work out the supplement of 14 degrees using some basic algebra. In this example, we are trying to calculate the supplementary angle for the given angle of 14 degrees. What is the Supplementary Angle of 14 Degrees?Ī supplementary angle is the angle which produces a straight line of 180° when added to the given angle. ![]()
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