The claim proposed is an equation with a variable x which is hitherto unknown. When my friend says

he/she is right for as long as x turns out to be a real number.
Let us solve for x to find out whether my friend is right.
First, let us do the product 6* 12 on RHS (right- hand side) to get

and finally, let us divide both sides by 48 to get


So the value of x is 1.5 and my friend is right.