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with sufficient energy, hits a metal plate. Define photoelectron. Explain what is meant by photoelectric effect. Explain the quantum mechanical concept of light. Read the entire laboratory activity. Form a hypothesis about how a photon s frequency and energy are related and may be used to calculate Planck s constant. Record your hypothesis in the next column.
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(c) never have a local maximum (d) sometimes have a local maximum (e) never have a local minimum 33. A basketball is losing air at the rate of 3 cubic inches per minute. At the moment that the radius equals 5 inches, at what rate is the radius changing (a) 3/(50 ) inches per minute (b) 3/(100 ) inches per minute (c) 6/(100 ) inches per minute (d) 3/(10 ) inches per minute (e) 3/(7 ) inches per minute 34. A ball is dropped from a height of 100 feet from the surface of the Earth. After how many seconds does it hit the ground (a) 5/2 seconds (b) 2 seconds (c) 3 seconds (d) 7/2 seconds (e) 1 second 35. The graph of the function f (x) = x 4 + 10x is (a) always concave down (b) concave up only when x < 0 (c) always concave up (d) never concave up (e) concave up only when x > 0 36. A ball is thrown straight down toward the earth with a velocity of 10 feet per second. It hits the ground after 3 seconds. From what height was the ball launched (a) 194 feet (b) 150 feet (c) 174 feet (d) 200 feet (e) 19 feet 37. An antiderivative of the function f (x) = x 2 + x is (a) F (x) = x 3 /3 + x 2 /2 (b) F (x) = x 3 /3 x 2 /2 (c) F (x) = x 3 /2 + x 2 /3
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Shaping docker. Choose Intersect from the selector drop-down list, and then check Leave Original Target Object(s). Click the Intersect With button, and then click on the bottle. The shape is deleted because it s the Source Object, and you didn t choose to leave it. Apparently the bottle has not changed, but there is a perfect cutout duplicate of the top of the bottle resting on top of an unchanged bottle; you re halfway there you need to trim away part of the bottle using the new intersect shape now.
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