For this problem, you have been provided the circuit shown below. Use Kirchhoff loops to create a system of equations. Arrange your equations so that the voltages are all positive. Solve for the current directions defined for la$,$ I and Ie below. using the current loop $621\backslash$Omega $10121\mathrm{.}5$V $552$ Your solution should $.$ Create a variable named V that contains the voltage $($in Volts$)$ for loop I in the first row,loop I, in the second, and loop I in the third $2.$ Create a variable named R that contains the equation coefficients $($in Ohms$).$ Place coefficients for current Ia in the first column, I in the second and Ie in the third. Place the equation for loop a on the first row, I, on the second, and I on the third. $3.$ Solve the set of linear equations for current $($in Amps$)$ and store the result in a variable namedI $4.$ Calculate the voltage drop across the $8\backslash$Omega resistor between nodes c and f using Ohm's Law and the loop currents solved for previously. Assign the value to a variable named Vcf$.$