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Find the exact solutions of the given equation; in radians ~ 2cos € =V32tn, where n is an integer andPreview2tn, where n is an integerPreview...

Question

Find the exact solutions of the given equation; in radians ~ 2cos € =V32tn, where n is an integer andPreview2tn, where n is an integerPreview

Find the exact solutions of the given equation; in radians ~ 2cos € = V3 2tn, where n is an integer and Preview 2tn, where n is an integer Preview



Answers

Find the exact solutions of the given equations, in radians. $$-2 \cos x=\sqrt{3}$$

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We're being asked assault to give an equation for table, but we have a restricted dome a day that has to be between 180 degrees and 360 degrees. While to solve this equation, we first have to get signed the data by itself. To do that, I'm going to divide both sides by two so we'll be left with Sign of data is equal to negative for three over, too. So we want to find the values of data that make just true well know. This sign of data is going to be a negative value, which means are two quadrants that our angle could possibly come from. Are the third or the four quadrants? Well, what angles have a sign value of negative? Her three over too well, that would be 240 degrees as well as 300 degrees. So now let's make sure those values fit into our given domain. Well, both 240 degrees and 300 degrees fall between 183 160 degrees. Therefore, 240 degrees and 300 degrees degrees will be around

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