$$ Bisection You will need to modify the bisect.m file to take inputs of the

function you want to find the roots for $($func$),$ the lower bound of the search

$($lower guess$),$ the upper bound of your search $($upper guess$),$ and the

tolerance you want to find a solution to $($tol$).$ The bisect function should

provide a vector of the root calculated during each iteration $($root$),$ and a

vector of the error at each iteration $($errors$).$

Please help write code out for this to work. I keep getting errors such as "Assessment result: incorrectFunction Test $1$ Roots$0\%(25\%)$

Variable roots must be of size $[135].$ It is currently of size $[134].$ Check where the variable is assigned a value.

Assessment result: incorrectFunction Test $1$ Error$0\%(25\%)$

Variable errors must be of size $[135].$ It is currently of size $[134].$ Check where the variable is assigned a value.

Assessment result: incorrectFunction Test $2$ Roots$0\%(25\%)$

Variable roots must be of size $[130].$ It is currently of size $[129].$ Check where the variable is assigned a value.

Assessment result: incorrectFunction Test $2$ Error$0\%(25\%)$

Variable errors must be of size $[130].$ It is currently of size $[129].$ Check where the variable is assigned a value."