1. If I know the lengths of two sides of a right triangle, how do I find the third? 2. Could I find the two missing side lengths of a right triangle if I only know one side length and one angle measure (other than the 90 degree angle)? 3. Could I find the two missing angle measures if I know some of the side lengths of a right triangle? 4. What makes a triangle a “special” right triangle? How can special right triangles help me find side lengths?
1) Yes you could find the third side IF you knew it were 2 sides or 1 side and 1 hypotenuse.
I am trying to find the angles of the right triangle. I only have the three sides lengths and the 90 degree angle.
2) Yes you can find all the information of a right triangle just knowing one side and one angle. You would need to be familiar with the 6 trigonometric functions.
You have 3 side lengths? That makes it even easier.
I am slightly familiar with the six trig functions and SohCahToa. I just do not know which to use to find the angles.
Okay if you have the 3 side lengths I'll figure out the angles.
I need to know how to figure out how to do for my class. Someone else figuring it out for me would not help me.
I'll explain the whole thing. This site doesn't like people just giving out answers. If you want I'll pick the 3 sides.
Let's suppose you have a right triangle and all 3 sides are known 5, 12 and 13 - now to find all the angles |dw:1379282917480:dw|
Angle ACB is 90 degrees. Tangent angle B = opp / adjacent = 5 /12 = 0.4166666667 Now we look up the ARC TANGENT of that value to get the angle. and that is 22.62 degrees. We know 2 angles and since all 3 angles of a triangle sum to 180° Angle CAB = 180° -90° - 22.62° = 67.38°
OK. I found my problem. I was using my calculator wrong when finding the ARC TANGENT. I'll bump if I run into anymore problems of this nature. Thank you for your time.
okay thanks
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