AATLAB Grader

MATLAB Grader

MATLAB Grader

MATLAB Grader

MATLAB Grader

thworks.com$/$v$1$p$1/$launch$?$state$=$a$16$cb$538-32$f$1-47$ac$-872$a$-$daa$6$f$5984054$

The trajectory of the object can be derived from basic physics and is given by the formula:

$y=xtan-\frac{1}{2}\frac{x^{2}g}{(v_{0}cos{)}^2}+y0$

where $y$ is the height in meters, $x$ is the horizontal position in meters, $a$ is the initial angle, $g$ is the acceleration due to gre the initial height in meters. The range, $d,$ of the projectile is the total horizontal distance it travels before hitting the ground

$d=\frac{v_{0}cos}{g}(v_{0}sin+\sqrt[\phantom{2}]{(v_{0}sin{)}^2+2g{v}_0})$

Code has already been provided to define a function named projectile Trajectory that accepts values for vo $($units of me meters$)$ as inputs and assigns them to the variables ve$,$ theta, and yo respectively. Add commands to compute the followi

Generate a column vector of $200$ equally$-$spaced $x-$values starting at $0$ and ending at $d$ and assign to the output va

Generate a column vector of $200y-$values that gives the height of the projectile corresponding to each $x$ in the first $($

Determine the coordinates $(x,y)$ of the peak of the trajectory $($i$.$e$.$ the highest value of $y$ and the corresponding value vartable xypeak

Solve this problem using onity vectorized code with no loops or if statements. Note the values of ve$,$ theta, and ye are supp grader. Be sure not to overwitle these values in your code.

Function

Save

Reset

MATLAB Docum

$3$ function $,$ xypeak$]=$ projectilelrajectory$($ v $,$ theta, ye $)$

Menter the comands for your function in the space below. Use the variable names specified in

Code to call your function e

Tawnut