Problem $3\mathrm{.}10$

Sometimes it is convinient to have a table of sine$,$ cosine and tangent values instead of using a calculator.

A$)$ Create a column vector consisting of the angles between $0$ and $2$ radians in increments of $0\mathrm{.}1$ radians. Name the column vector angles radians and use the buit in MATLAB value for

D$)$ Create a column vector called tan$\_$values which evaluates the tan function at the angles defined in step A$.$

E$)$ Form a matrix that acts as a "table" containing all the above arrays. Call the matrix my$\_$trig$\_$table. The matrix should have $4$ columns $($with the following order: angles$\_$radians, sin$\_$values, cos$\_$values and tan$\_$values$)$ and the same number of rows as the vectors in parts A to D$.$