Consider the statement “The activity of the tadpoles that had been exposed to 300 pM of Protein F increased faster than did the activity of the tadpoles that had been exposed to 100 pM of Protein F.” Do the results of Experiment 1 support this statement? was greater for Group 1 than it was for Group 3. was greater for Group 4 than it was for Group 2. was greater for Group 3 than it was for Group 1. was greater for Group 2 than it was for Group 4. 47 GO ON TO THE NEXT PAGE. ACT-E25 4 4 Passage VI A physics teacher asked 3 students to predict the changes, if any, to light’s energy, E; frequency, f (the number of wave peaks passing a given point each second); wavelength, λ (the distance between adjacent peaks of a light wave); and speed, vL, that occur when light travels from a vacuum into clear glass and then from the glass back into the vacuum. The teacher asked the students to base their predictions on one or both of the following equations: E = h × f, where h always has the same value vL = f × λ Student 1 When light enters the glass, f and E are unchanged. This occurs because light loses no energy when it collides with atoms of the glass. However, vL becomes less than c (the speed of light in a vacuum, 3 × 108 m/sec) due to these collisions, so λ must also decrease. As the light leaves the glass, both f and E are still unchanged. But upon reentering the vacuum, vL once again becomes c, so λ must increase. Student 2 When light enters the glass, both f and E decrease, because light loses energy when it collides with atoms of the glass. In addition, vL decreases due to these collisions, so the product f × λ must also decrease. However, λ can either decrease or increase, so long as any increase in λ is not so great as to cause f × λ to increase. When the light leaves the glass, neither f nor E changes, because there is nothing present in a vacuum that will cause f or E to increase. But vL increases to c, the speed of light in a vacuum, so λ must also increase. Student 3 When light enters the glass, both f and E decrease, because light loses energy when it collides with atoms of the glass. However, vL becomes greater than c due to the gravitational attraction between the glass atoms and the light, so the product f × λ must also increase. Thus, λ must increase, and its increase must be great enough to over- come the decrease in f. As the light leaves the glass, f and E will have the same values as they had inside the glass, because there is nothing present in a vacuum that will cause f and E to change. However, because of the gravitational attraction between the glass atoms and the light, vL decreases to c, so λ must also decrease.