Galileo used inclines similar to the one shown below to measure the distance balls of various weights would travel in equal time intervals. The conclusions that Galileo reached from these experiments were contrary to the prevailing Aristotelian theories on the subject, and he lost his post at the University of Pisa because of them. An experiment with an incline and three balls produced the following results. The three balls are each the same size; however, ball A has a mass of 20 grams, ball B has a mass of 40 grams, and ball C has a mass of 80 grams. Time, in seconds Distance traveled, in inches Ball A (20 grams) Ball B (40 grams) Ball C (80 grams) 1 6 6 6 2 24 24 24 3 54 54 54 4 96 96 96 Use the above table and inductive reasoning to answer the question. How far will one of the balls travel in 1.5 seconds? Part 1 of 4 If the time is doubled, the table shows that the distance is multiplied by . Conversely, if the time is cut in half, the distance is multiplied by .
Galileo used inclines similar to the one shown below to measure the distance balls of various weights would travel in equal time intervals. The conclusions that Galileo reached from these experiments were contrary to the prevailing Aristotelian theories on the subject, and he lost his post at the University of Pisa because of them. An experiment with an incline and three balls produced the following results. The three balls are each the same size; however, ball A has a mass of 20 grams, ball B has a mass of 40 grams, and ball C has a mass of 80 grams. Time, in seconds Distance traveled, in inches Ball A (20 grams) Ball B (40 grams) Ball C (80 grams) 1 6 6 6 2 24 24 24 3 54 54 54 4 96 96 96 Use the above table and inductive reasoning to answer the question. How far will one of the balls travel in 1.5 seconds? Part 1 of 4 If the time is doubled, the table shows that the distance is multiplied by . Conversely, if the time is cut in half, the distance is multiplied by .
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter1: Introduction And Vectors
Section: Chapter Questions
Problem 67P
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Galileo used inclines similar to the one shown below to measure the distance balls of various weights would travel in equal time intervals. The conclusions that Galileo reached from these experiments were contrary to the prevailing Aristotelian theories on the subject, and he lost his post at the University of Pisa because of them. An experiment with an incline and three balls produced the following results. The three balls are each the same size; however, ball A has a mass of 20 grams, ball B has a mass of 40 grams, and ball C has a mass of 80 grams.l not receive any points for the skipped part, and you will not be able to come back to the skipped part.
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Galileo used inclines similar to the one shown below to measure the distance balls of various weights would travel in equal time intervals. The conclusions that Galileo reached from these experiments were contrary to the prevailing Aristotelian theories on the subject, and he lost his post at the University of Pisa because of them.
An experiment with an incline and three balls produced the following results. The three balls are each the same size; however, ball A has a mass of 20 grams, ball B has a mass of 40 grams, and ball C has a mass of 80 grams.
Use the above table and inductive reasoning to answer the question.
An experiment with an incline and three balls produced the following results. The three balls are each the same size; however, ball A has a mass of 20 grams, ball B has a mass of 40 grams, and ball C has a mass of 80 grams.
| Time, in seconds | Distance traveled, in inches | ||
|---|---|---|---|
| Ball A (20 grams) | Ball B (40 grams) | Ball C (80 grams) | |
| 1 | 6 | 6 | 6 |
| 2 | 24 | 24 | 24 |
| 3 | 54 | 54 | 54 |
| 4 | 96 | 96 | 96 |
Use the above table and inductive reasoning to answer the question.
How far will one of the balls travel in 1.5 seconds?
Part 1 of 4
If the time is doubled, the table shows that the distance is multiplied by .
Conversely, if the time is cut in half, the distance is multiplied by .
Conversely, if the time is cut in half, the distance is multiplied by .
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