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Find the two orthogonormal polynomials on [-2,2]

1. What is orthogonormal? [2]

2. What is orthogonal? [3]

3. What is a polynomial? [4]

         $a$ 
         $b t + c$

4. Now we can find the values for the unknown variables.

$< a | a > = \int_{0}^{1} a a d t = 1$

$< b t + c | a > = \int_{0}^{1} a b t + c d t = 0$

@@ Line 26: / Line 26: @@
 . Now we can find the values for the unknown variables.
+======Solve for a=====
+<math> <a|a>= \int_0^1 a a dt =1 </math>
-<math> <a|a>= \int_0^1 a a dt =1 </math>
 =Solve for a=
 <math> <bt+c|a>= \int_0^1 a bt+c dt =0 </math>