You have two roots, each with a multiplicity of one, meaning the root occurs just once. With two roots, the degree of the polynomial is two, meaning the highest exponent is 2 (x2). In factored form:
y = a·(x-0)(x - 3.72) = a·x(x - 3.72) = ax2 - 3.72ax
The factor a is the leading coefficient. There isn't enough information in your problem statement to determine its value. You put it down as 2 in your solution, but I can't tell where you got that value from. You also put down an x2 term in your factored form which would occur if the zero root had a multiplicity of 2.