H2.+Use+trigonometry+to+solve+for+missing+lengths++in+right+triangles.

Use trigonometry to solve for missing lengths in right triangles.

This is where you write everything you need to understand for this indicator. This could be: One example of this is; A right triangle with X,T,L as the sides. (X=5. T=2. L=?.) If X is the hypotenuse, and T is the opposite, then L must be the adjacent. One easy way to find L is to do 5^2 divided by 2^2 equals L.
 * 1. What you need to understand.**
 * Trying to find and write out the measurements of of the triangles side lengths.
 * Definition: The branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles. formulas, procedures.
 * 2. Example problem.**

Things you can do wrong;
 * 3. Common mistakes or misunderstandings:**
 * Multiplying the correct sides with one another. (Opposite^2 multiplied by Adjacent^2 equals Hypotenuse^2. square root of the answer you get is the Hypotenuse.) (Hypotenuse^2 divided by Adjacent or Opposite^2 equals either Adjacent^2 or Opposite^2. Depends on what you divided by)
 * Not doing the problem the correct way, as in dividing or adding, something other than the correct order of operations in this type of equation.
 * Maybe you may do the calculations correctly but get the wrong answer, something must of gone wrong in the way you did your math. Using a different number or not the right symbols.

Some places that I would use to help me with Trigonometry;
 * 4. For more information:**
 * website: http://www.themathpage.com/aTrig/trigonometry.htm
 * Use the math book in the room.