For this task you'll be applying the formulae given to you in Table I to convert various units of measurement to and from imperial and metric.

Table I: Imperial to metric $($and vice$-$versa$)$ conversion formulae

Create Fourteen $(14)$ variables that contain the numbers to be converted to$/$from metric$/$imperial$.$ These variables must have the variable$-$names and contain the numbers $($in double$-$precision floating point data$-$type$)$ as shown in Table II:

Table II: Input variables$$ names and values

Use MATLAB$$s mathematical operators to convert these to their corresponding opposites using the equations given in Table I $($e$.$g$.$ Mkg will be converted to mlb$,$ i$.$e from mass in kg to mass in pounds$).$

The variable names of the converted values must be the same as those given in the second column of Table III.

Table III: Variable names and units for the converted values

There should be no conditional statements, loops or user$-$defined functions at this point; these will be included in future modules.

You also must not use the MATLAB in$-$built converter functions $($e$.$g$.$ unitConvert$(),$ convlength$(),$ convtemp$(),$ convacc$(),$ convvel$(),$ or convmass$()).$

Important Note: Do not use the keywords clear or clc in your solution.