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<\/div><\/div><\/div><\/figure> 13. The management of a large store wishes to add a fenced-in rectangular storage yard of 20,000 square feet, using the building as one side of the yard. Find the minimum amount of fencing that must be used to enclose the remaining 3 sides of the yard. 14. A page is to contain 45 square inches of print. The margins at the 1 , . . top and bottom of the page are each 1; inches Wide. The margins on each side are 1 inch. What should be the dimensions of print so that a minimum amount of paper is used? 15. Find the point on the graph of y = x3 closest to the point {2, 0}. Find the x-value accurate to the nearest 0.01. 15. The volume of a cube is claimed to be 2? cubic inches, correct to within 0.0271n3. Use differentials to estimate the propagated error in the measurement of the side of the cube. 1?. Find dy for y = sec (3x). 18. A nursery has determined that the demand in June for potted plants is x 30,000 Find the price that produces a maximum profit. Use P=R-C and R=xp The cost of growing 3 plants is C=3000+0.40x, Osxsmoo. p=4.00 19. Find the number of units x, measured in thousands, that will minimize the average cost function if the total cost function is CW=7x2-+3x-F63. Average Cost = C\/x x , 0
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