The Kendal Company manufactures automobile engine parts. Running the manufacturing operations requires \(12\) watts (units of electricity per hour). The amount of electricity required to run the manufacturing operations and lighting the facility is given by \(y=12x+24\), where xis the number of hours of manufacturing and y is the amount of electricity expended. How much electricity is used on a day when no parts are manufactured? \((x\geq0,y\geq0)\)