SX4. A 1.45 kg ball is connected by means of two ideal strings to a horizontal, rotating rod. The strings are tied to the rodand are taut. The right string is 28.0 cm long and has a tension of 33.1 N, and it makes an angle 02 = 53.0° with the rod,while the left string makes an angle 0₁ = 62.0° angle with the rod. At the instant shown the ball is at its lowest point. (a)What is the tension in the left-hand string?3ED20R888N965TG6BMacBook AirY0₁H7NWU148J0₂Dil1M(9KDDOFO38LP+[?43

Name: SX4. A 1.45 kg ball is connected by means of two ideal strings to a h
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Description: SX4. A 1.45 kg ball is connected by means of two ideal strings to a horizontal, rotating rod. The strings are tied to the rodand are taut. The right string is 28.0 cm long and has a tension of 33.1 N, and it makes an angle 02 = 53.0° with the rod,wh

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Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

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4. A 1.45 kg ball is connected by means of two ideal strings to a horizontal, rotating rod. The strings are tied to the rod
and are taut. The right string is 28.0 cm long and has a tension of 33.1 N, and it makes an angle 02 = 53.0° with the rod,
while the left string makes an angle 0₁ = 62.0° angle with the rod. At the instant shown the ball is at its lowest point. (a)
What is the tension in the left-hand string?
3
E
D
20
R
888
N
96
5
T
G
6
B
MacBook Air
Y
0₁
H
7
N
W
U
14
8
J
0₂
Dil
1
M
(
9
K
DD
O
F
O
38
L
P
+
[
?
43

Expert Solution

Step 1

Given:

Mass of ball is $m = 1.45 kg$

Ball is connected to two ideal strings which are linked with horizontal rotating rod.

Length of right string is $l_{r} = 28 cm$

Tension in right string is $T_{r} = 33.1 N$

Right string makes an angle $θ_{2} = 53^{°}$ with horizontal rod.

Left string makes an angle $θ_{1} = 62^{°}$ with rod.

Ball is at its lowest point.

Find:

The tension in the left string.

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