Commit 939034e2 by Erik Strand

### Add missing .question tags

parent 432fcb27
 ... ... @@ -4,6 +4,7 @@ title: Problem Set 7 (Function Fitting) ## 1 {:.question} Generate 100 points \$\$x\$\$ uniformly distributed between 0 and 1, and let \$\$y = 2 + 3x + \zeta\$\$, where \$\$\zeta\$\$ is a Gaussian random variable with a standard deviation of 0.5. Use an SVD to fit \$\$y = a + bx\$\$ to this data set, finding \$\$a\$\$ and \$\$b\$\$. Evaluate the errors in \$\$a\$\$ and \$\$b\$\$ ... ... @@ -17,6 +18,7 @@ found \$\$a = 2.10697\$\$ and \$\$b = 2.91616\$\$. ## 2 {:.question} Generate 100 points \$\$x\$\$ uniformly distributed between 0 and 1, and let \$\$y = \sin(2 + 3x) + \zeta\$\$, where \$\$\zeta\$\$ is a Gaussian random variable with a standard deviation of 0.1. Write a Levenberg-Marquardt routine to fit \$\$y = \sin(a + bx)\$\$ to this data set starting from \$\$a = b = 1\$\$ ... ...
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