1. Using graphical methods only (no calculus, no table of values), derive kinematic equation (3) from (2). You may refer to the figure below. Vf Vo to v(t) tf

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter6: Motion In Two Dimensions
Section: Chapter Questions
Problem 76A
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Useful information
Kinematic equations for constant acceleration
a(t) = ao
v(t) = vo + aot
Average speed
x(t) = xo + vot +
v = vg + 2αοΔα
Average acceleration
v=
a =
1
zaot²
xf - Xo
tf-to
Uf - vo
tf-to
Answers to one significant figure
2. -10, 0, +5 m/s
3.
10 m, 2 m/s, -2 m/s²
(1
(
Transcribed Image Text:Useful information Kinematic equations for constant acceleration a(t) = ao v(t) = vo + aot Average speed x(t) = xo + vot + v = vg + 2αοΔα Average acceleration v= a = 1 zaot² xf - Xo tf-to Uf - vo tf-to Answers to one significant figure 2. -10, 0, +5 m/s 3. 10 m, 2 m/s, -2 m/s² (1 (
Questions
1. Using graphical methods only (no calculus, no
table of values), derive kinematic equation (3)
from (2). You may refer to the figure below.
Vf
Vo
v(t)
to
tf
2. Knight P2.4 The figure below is a bicycle's
Transcribed Image Text:Questions 1. Using graphical methods only (no calculus, no table of values), derive kinematic equation (3) from (2). You may refer to the figure below. Vf Vo v(t) to tf 2. Knight P2.4 The figure below is a bicycle's
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