PROBLEM $1$

Develop a well$-$documented function called convertTorque that can convert a torque from one set of units to another. For example, the function should be able to convert $100$ ft$-$lb to $135\mathrm{.}58$ N$-$m$.$Your function should be saved in a file called convertTorque.m$.$Well$-$documented$$ means that your code should have numerous comments explaining how the code works.

Program Requirements

$1.$ Your function should have five input arguments, in this order: the value of the torque $($a number$),$ the current unit of force $($a string$),$ the current unit of length $($a string$),$ the desired unit of force $($a string$),$ and the desired unit of length $($a string$).$ For example, when converting $100$ lb$-$ft to N$-$m$,$ the input arguments to your function would be: convertTorque$(100,"$lb$","$ft$","$N$","$m$")$

The function should return two values in this order: a number indicating success $(1)$ or failure $(0)$ and the value of the converted torque. For example, when converting $100$ lb$-$ft to N$-$m$,$ the function should return the following two values: $1$ and $135\mathrm{.}58.$ Conversely, if the function is provided with invalid input, such as an invalid unit of measure, the function should return $0$ and $0.$ For example, when converting $100$ lb$-$ft to ft$-$ft$,$ the function should return the following two values: $0$ and $0.$

$2.$ The function should be able to handle four units of length: ft$,$ in$,$ mm$,$ and m$.$ It should also be able to handle four units of force: N$,$ lb$,$ oz$,$ and kN$.$ You should perform the conversion usingconditional statements. You may find it convenient to use switch statements.

$3.$ The function should properly handle invalid input by returning a success value of$0.$PROBLEM $1$

Develop a well$-$documented function called convert Torque that can convert a torque from one

set of units to another. For example, the function should be able to convert $100ft-lb$ to $135\mathrm{.}58N-m.$

Your function should be saved in a file called convertTorque.m$.$ "Well$-$documented" means that

your code should have numerous comments explaining how the code works.

Program Requirements

Your function should have five input arguments, in this order: the value of the torque $($a number$),$ the current unit of force $($a string$),$ the current unit of length $($a string$),$ the desired unit of force $($a string$),$ and the desired unit of length $($a string$).$ For example, when converting $100lb-ft$ to $N-m,$ the input arguments to your function would be: convertTorque $(100,"1$b$","$ft$","$N$","$m$")$ The function should return two values in this order: a number indicating success $(1)$ or failure $(0)$ and the value of the converted torque. For example, when converting $100lb-ft$ to $N-m,$ the function should return the following two values: $1$ and $135\mathrm{.}58.$ Conversely, if the function is

provided with invalid input, such as an invalid unit of measure, the function should return $0$ and $0.$ For example, when converting $100lb-ft$ to $ft-ft,$ the function should return the following two

values: $0$ and $0.$The function should be able to handle four units of length: $ft,$ in$,mm,$ and $m.$ It should also beable to handle four units of force: $N,lb,oz,$ and $kN.$ You should perform the conversion using

con ditional statements. You may find it convenient to use switch statements. The function should properly handle invalid input by returning a success value of $0.$