0000:00:00:00:00Start8Number 8ExplanationThe cost function for a product is given by B(x)=360+40x+0.1x2B(x) = 360 + 40x + 0.1x^2B(x)=360+40x+0.1x2 and the revenue function is given by P(x)=60xP(x) = 60xP(x)=60x, where xxx is the number of product units. The break-even point will occur when the number of products is... Units.180180180 and 202020180180180 and 101010170170170 and 151515170170170 and 202020160160160 and 252525
8Number 8ExplanationThe cost function for a product is given by B(x)=360+40x+0.1x2B(x) = 360 + 40x + 0.1x^2B(x)=360+40x+0.1x2 and the revenue function is given by P(x)=60xP(x) = 60xP(x)=60x, where xxx is the number of product units. The break-even point will occur when the number of products is... Units.180180180 and 202020180180180 and 101010170170170 and 151515170170170 and 202020160160160 and 252525