f(x)=5x2−x3−7x+3f(x)=5x^2-x^3-7x+3f(x)=5x2−x3−7x+3, and 0≤x≤40\le x\le40≤x≤4. Find the maximum value of f(x)f(x)f(x) in this range. A3227\frac{32}{27}2732B333C000D121212E4627\frac{46}{27}2746F463\frac{46}{3}346G−4-4−4