Create a MatLab code to solve the question. Use provided ID for the required values. QUESTION $2.$ Submit all steps, code, script, solutions, plots, etc. $[$Mark: $3\mathrm{.}5]$

A gannet plunges into water, misses its catch, gets out of water to catch a breath, dives back into water

and snatches a fish, emerges from water and flies off with the catch of the day. The vertical$-$horizontal

distance relationship of the maneuvering gannet can be described as:

$y=x^4-2{}_1{x}^3+15{}_2{x}^2-41{}_{3}x+275$

where $y$ is the vertical distance and $x$ is the horizontal distance. Apply the Incremental Search method

to find all the roots between $x=0$ and $20$ using $50$ and $100$ brackets.

Here, ${}_1,{}_2,$ and ${}_3$ are the smallest, second smallest, and third smallest non$-$zero digits, respectively,

of your student ID$.$ E$.$g$.,$ ID $=110985247$ gives ${}_1=1,{}_2=2,$ and ${}_3=4.$