Jul 25, 2019 · Which expression shows the length, in meters, of the side adjacent to the 50 degree angle? 6 sin 50° 6 cot 50° 6 divided by sec 50 degrees 6 divided by cot 50 degrees Question 3 (Multiple Choice Worth 6 points) (07.01 LC) The figure below shows a right triangle: A right triangle is shown with hypotenuse equal to q units and the length of the ... An isosceles triangle, having the same perimeter of equilateral triangle has the oblique sides each of the 4/5 of the side of the given triangle; Calculate the measure of the base. Track 162 The perimeter of the triangle ABC is 160 cm, the side AB BC exceeds 30 cm and the side AC is 5/4 BC.

The length of the longest side of the original triangle is 4, so the length of the longer legs of the 30° : 60° : 90° triangles is 2. The side you are looking for is the hypotenuse using 2 as the length of the longer leg. Use the ratio x : x \sqrt{3} : 2x with x \sqrt{3} = 2 to find x, which is the base of the 30° : 60° : 90° triangles.

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