okay. In this problem, it gives us the ratio of the angles of a triangle Are 3 to 4 to five. Okay, so the angles of a triangle angles of a triangle ad 280. So again, you could sit here and you could multiply each by two and get 68 10. See if those at Tau 1 80 multiple every three. Get 9 12 15 See if those air 2080. But that's really tedious. So what we're going to do is we're going to put in X with each off the numbers in the ratio. So here we go. We're gonna do three x for X five x, and we're gonna some those 2 180 This comes out to be 12. Ax equals 180. Divide 12 divided by 12. So x is equal to 15. Now. We're just going to replace in each of our angles. So three more supplied by 15 is 45 4 months supplied by 15 is 60 and five, multiplied by 15 is 75. And when you add them, they do come out to 182 greats

## Discussion

## Video Transcript

okay. In this problem, it gives us the ratio of the angles of a triangle Are 3 to 4 to five. Okay, so the angles of a triangle angles of a triangle ad 280. So again, you could sit here and you could multiply each by two and get 68 10. See if those at Tau 1 80 multiple every three. Get 9 12 15 See if those air 2080. But that's really tedious. So what we're going to do is we're going to put in X with each off the numbers in the ratio. So here we go. We're gonna do three x for X five x, and we're gonna some those 2 180 This comes out to be 12. Ax equals 180. Divide 12 divided by 12. So x is equal to 15. Now. We're just going to replace in each of our angles. So three more supplied by 15 is 45 4 months supplied by 15 is 60 and five, multiplied by 15 is 75. And when you add them, they do come out to 182 greats