Ranger Ladder
geometry help please. I do not understand this lesson.?
A park ranger discovered a fire from atop a watchtower. The tower is 160 m in height and depression angle of fire is 12 degrees. About how far is the fire from the foot of the stairs? 753 m 164 m 610 m in the triangle ACB, c angle is a right angle, AC = 5, CB = 5 square root 3 and AB = 10. Find the measure of angle A to the nearest degree. 27 63 60 The block 600 Powell Street in San Francisco has a steep climb. If it takes 66 feet along the horizontal street 10 feet up, find the angle of the street with the horizontal. Around 81 degrees about 8.6 degrees near 11.5 degrees
For such problems, you will use the sin, cosine and tangent. Sin = opposite / hypotenuse, Cosine = side adjacent / hypotenuse, and tangent = opposite side / adjacent side. Depression angle is the angle you look down. For this problem, given the degree of angle, the length of the side side, and is trying to find the side opposite the angle of depression. The hard part is to subtract 12 degrees to 90 degrees. (Draw a rectangle, draw a diagonal line from the corner formed and the depression angle is the angle formed at the top right) tangent (78) = 4.7 = x/160 x/160 4.7 (160) = x = 753 x 753 meters for the second problem, it would be useful to chart:. Because of the relationship side ter ca side: side is ab 1: radical3: 2, triangle ABC is a 30-60-90 triangle. is an angle on the opposite side of the line segment largest, second, what is the angle of 60 degrees 60 For the third problem, which will use the same strategy as the first problem. This time, you must use the function tan -1 ^, or use the table more likely in the back of the book that shows the table of tan (angle) and corresponding decimal. Installation is very ^ -1 (10/66) = xx = 8,615 The answer is about 8.6 degrees. "
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