A disk of radius R = 3.5 cm and mass M = 740 g is placed on the top of an air table making an angle of o with the horizontal. The M-mass disk can rotate freely about the axis passing through it. A rope is wrapped around this disk and its second free end is connected to another disk of mass of m = 540 g as shown in Figure 1. We fix the frequency of the spark timer to f = 10 Hz and we release the system at t = 0. The M-mass disk starts to rotate with increasing angular speed and the m-mass disk moves down with a constant acceleration according to the following law of motion:
A disk of radius R = 3.5 cm and mass M = 740 g is placed on the top of an air table making an angle of o with the horizontal. The M-mass disk can rotate freely about the axis passing through it. A rope is wrapped around this disk and its second free end is connected to another disk of mass of m = 540 g as shown in Figure 1. We fix the frequency of the spark timer to f = 10 Hz and we release the system at t = 0. The M-mass disk starts to rotate with increasing angular speed and the m-mass disk moves down with a constant acceleration according to the following law of motion:
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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Q1.
c) Find the value of sin o using the value of the
linear acceleration (laisk =MR2).
d) Calculate the tension in the rope.
e) Assuming that the initial linear speed of m
and the initial angular speed of M are zero,
evaluate the total kinetic energy of the system
Ksystem at t = 0.5 s. Evaluate the change in
potential energy of the system AEsystem-
Compare Ksystem and -AEsystem-
Figure 1
A disk of radius R = 3.5 cm and mass M = 740 g is placed on the top
of an air table making an angle of o with the horizontal. The M-mass
disk can rotate freely about the axis passing through it. A rope is
wrapped around this disk and its second free end is connected to
another disk of mass of m = 540 g as shown in Figure 1. We fix the
frequency of the spark timer to f = 10 Hz and we release the system
at t = 0. The M-mass disk starts to rotate with increasing angular
speed and the m-mass disk moves down with a constant
acceleration according to the following law of motion:
Answer:
c)
d) T =
e)
y (cm)
t (s)
t² (s³)
0.5
0.1
0.01
1.5
0.2
0.04
3.5
0.3
0.09
6.5
0.4
0.16
10.0
0.5
0.25
We take g = 980 cm/s?.
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Transcribed Image Text:Otomatik Kaydet
• O A -
BÖ2 (1).docx - Uyumluluk Modu - Word
P Ara
Oğuzhan Yalçınoğlu
Gözden Geçir
3 Paylaş
P Açıklamalar
Dosya
Giriş
Ekle
Tasarım
Düzen
Başvurular
Posta Gönderileri
Görünüm
Yardım
Tablo Tasarımı
Düzen
Q1.
c) Find the value of sin o using the value of the
linear acceleration (laisk =MR2).
d) Calculate the tension in the rope.
e) Assuming that the initial linear speed of m
and the initial angular speed of M are zero,
evaluate the total kinetic energy of the system
Ksystem at t = 0.5 s. Evaluate the change in
potential energy of the system AEsystem-
Compare Ksystem and -AEsystem-
Figure 1
A disk of radius R = 3.5 cm and mass M = 740 g is placed on the top
of an air table making an angle of o with the horizontal. The M-mass
disk can rotate freely about the axis passing through it. A rope is
wrapped around this disk and its second free end is connected to
another disk of mass of m = 540 g as shown in Figure 1. We fix the
frequency of the spark timer to f = 10 Hz and we release the system
at t = 0. The M-mass disk starts to rotate with increasing angular
speed and the m-mass disk moves down with a constant
acceleration according to the following law of motion:
Answer:
c)
d) T =
e)
y (cm)
t (s)
t² (s³)
0.5
0.1
0.01
1.5
0.2
0.04
3.5
0.3
0.09
6.5
0.4
0.16
10.0
0.5
0.25
We take g = 980 cm/s?.
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