1. On some major highways lines are painted at regular intervals, and drivers are instructed to leave a space between cars equal to the space between two consecutive sets of lines. Explain why these lines should be farther apart on highways with a 100 km/h speed limit than on highways with an 80 km/h speed limit Can three or more displacement vectors with unequal magnitudes be added together using the tail-to-tip strategy so that their vector sum is zero? Use an example to explain your 1. answer. 1. Which position-time graph shows an object moving with a greater velocity? Explain how you know. a) t(s) b) t(s) (6) w)p (E) u) p
1. On some major highways lines are painted at regular intervals, and drivers are instructed to leave a space between cars equal to the space between two consecutive sets of lines. Explain why these lines should be farther apart on highways with a 100 km/h speed limit than on highways with an 80 km/h speed limit Can three or more displacement vectors with unequal magnitudes be added together using the tail-to-tip strategy so that their vector sum is zero? Use an example to explain your 1. answer. 1. Which position-time graph shows an object moving with a greater velocity? Explain how you know. a) t(s) b) t(s) (6) w)p (E) u) p
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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
Transcribed Image Text:1.
On some major highways lines are painted at regular intervals, and drivers are
instructed to leave a space between cars equal to the space between two consecutive sets of
lines. Explain why these lines should be farther apart on highways with a 100 km/h speed limit
than on highways with an 80 km/h speed limit
Can three or more displacement vectors with unequal magnitudes be added together
using the tail-to-tip strategy so that their vector sum is zero? Use an example to explain your
1.
answer.
1.
Which position-time graph shows an object moving with a greater velocity? Explain how
you know.
a)
t(s)
b)
t(s)
(E) w)p
(E) u) p
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