Tutors Answer Your Questions about Trigonometry-basics (FREE)
Question 355122: Find cos (theta).
Given: sin (theta)=1/2
and (theta) is an acute angle
I need help with the steps on how to find cos. I thought I had the right formula, but I don't remember how to use it correctly.
Click here to see answer by vleith(2825) |
Question 356333: question 1: Draw a diagram to solve this problem: Ajax is 8 km due west of Oshawa. Uxbridge is 16 km NW of Oshawa. How far is it from Ajax to Uxbridge? Explain whether you have enough information to solve this problem.
Click here to see answer by edjones(7569)  |
Question 356859: Could you please tell me how to solve sin 405 degrees in fraction form? I can do it on the calculator and get .7071 and I know the reference angle is 45 degrees. I know the answer should be sqrt2/2 but I don't understand how to get that. Thanks for any help you can provide.
Click here to see answer by Fombitz(13828)  |
Question 356746: 1. Solve right triangle, ABC, giving the following information:
Angle A=60 degrees, side c = 15 feet. Round angles to the nearest degrees, sides to nearest foot.
2. A ladder rests against a house, making an angle of 52 degrees with the ground. If the ladder touches the house at a point 52 feet from the ground,, how long, to the nearest foot, is the ladder?
3. A boy whose eye level is two-feet above the ground is standing 18 fet from a tree. His angle of elevation to the top of the tree is 26 degrees. How high, to the nearest foot is the tree?
4
Click here to see answer by mananth(12270)  |
Question 356746: 1. Solve right triangle, ABC, giving the following information:
Angle A=60 degrees, side c = 15 feet. Round angles to the nearest degrees, sides to nearest foot.
2. A ladder rests against a house, making an angle of 52 degrees with the ground. If the ladder touches the house at a point 52 feet from the ground,, how long, to the nearest foot, is the ladder?
3. A boy whose eye level is two-feet above the ground is standing 18 fet from a tree. His angle of elevation to the top of the tree is 26 degrees. How high, to the nearest foot is the tree?
4
Click here to see answer by jsmallt9(3296) |
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