increasing at the rate of 2 centimeters per minute. (The volume of a cylinder with radius r and height h is and the volume of a sphere with radius r is πr2h, (4/3)πr3.) At this instant, what is the height of the cylinder? At this instant, how fast is the height of the cylinder increasing 26.5.2 Celebration of Knowledge Essay 2 Calculator Inactive A tightrope is stretched 30 feet above the ground between the Jay and the Tee buildings, which are 50 feet apart. A tightrope walker, walking at a constant rate of 2 feet per second from point A to point B, is illuminated by a spotlight 70 feet above point A, as shown in the diagram below: How fast is the shadow of the tightrope walker's feet moving along the ground when she is midway between the buildings? (Indicate units of measure.) How far from point A is the tightrope walker when the shadow of her feet reaches the base of the Tee Building? (Indicate units of measure.) How fast is the shadow of the tightrope walker's feet moving up the wall of the Tee building when she is 10 feet from point B? (Indicate units of measure.)
increasing at the rate of 2 centimeters per minute. (The volume of a cylinder with radius r and height h is πr2h, and the volume of a sphere with radius r is (4/3)πr3.) At this instant, what is the height of the cylinder? At this instant, how fast is the height of the cylinder increasing 26.5.2 Celebration of Knowledge Essay 2 Calculator Inactive A tightrope is stretched 30 feet above the ground between the Jay and the Tee buildings, which are 50 feet apart. A tightrope walker, walking at a constant rate of 2 feet per second from point A to point B, is illuminated by a spotlight 70 feet above point A, as shown in the diagram below: How fast is the shadow of the tightrope walker's feet moving along the ground when she is midway between the buildings? (Indicate units of measure.) How far from point A is the tightrope walker when the shadow of her feet reaches the base of the Tee Building? (Indicate units of measure.) How fast is the shadow of the tightrope walker's feet moving up the wall of the Tee building when she is 10 feet from point B? (Indicate units of measure.)
PoWsAndFRQs.docx