5 05 Graded Assignment Optimization (2)

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<p>Point (0,2) is in an distance at to 6. Find the point on the = x2 that is closest to the = point (0,2). + the should be 7. area Sue wants to build an enclosed area behind her house for pets. One wall of the enclosed the the cost of the fence materials. For the sides (W) fence materials sq cost $3 /ft, for minimize will be the back of her house. She needs the total to be 120 feet. She wants to length (L) they cost $5 /ft. What dimensions should the fence be. and And W $20.5 L = 60 120 530 8. Find the largest possible area for a rectangle inscribed in a circle of radius 4. the largest possible Area for in a circle radius is 32N 9. A student wishes to maximize the amount of poster space for an art exhibit. The requirements are that the height and width must sum to 50. What should the dimensions of the poster be? = -2h+80 W=50-25525 w=25 Poster elimention 25 by 23=h 10. A piece of sheet metal is rectangular, 5 feet wide and 8 feet long. Congruent squares are to be cut from its four corners. The resulting piece of metal is to be folded and welded to form a box with an open top. How should this be done to get a box of largest possible volume. box with the largest Area 10 will have a A side 3</p>