Given the following triangle, solve for angle A.
Do you know how to get the tangent of an angle of a right triangle. That is, do you know the ratio of side lengths that give the tangent of the angle?
no :/
Look at the attached file and study up on how to get the tangent of an angle of a right triangle. Then, apply the idea to your triangle.
38.66° 45.13° 50.55° 53.99°
We need to get the equation first. The tangent of angle is the ratio of the length of the leg opposite angle A to the length of the leg adjacent to angle A. The legs of a right triangle are the two sides that form the right angle.
tan(A) = 4/5 From that equation, it is possible to solve for angle A.
how would you solve that ?
We could use the Google calculator. If you have your own calculator, you can use it.
When you get to the Google calculator, click on "degrees." Then, click on INV, TAN, and enter 4/5 in the parentheses. Punch the equal key and see what angle comes up.
i get 0.01
That sounds low to me.
i know in my calcultor i put tan (4/5)
0.67
You don't want that. That gives the tangent of an angle of 4/5. We are looking for the angle that has a value of 4/5. In my calculator, I entered (4/5) = INV TAN = and the angle in degrees popped up. It is one of your options. Try that and see what you get.
And, you got?
We're a second away from wrapping up this problem.
ughhh i keep getting the same answer :/
38.66 :)
Let's try another approach - testing options. Start with the first answer option: 38.66° Because you know how to enter angles, the on your calculator, enter TAN and then 38.66° and then maybe equals. See what you get. If you do not set your calculator on degrees, you will not get the right result.
Yes, tan(38.66)= 4/5 approx
Given the following triangle, solve for side YZ. ?
Sorry but I can't help you with that. :/
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