Which of the following gives the nearest value for the maximum deflection of the spring, in mm? a. 72.5 b. 70 c. 67.5 d. 75
Which of the following gives the nearest value for the maximum deflection of the spring, in mm? a. 72.5 b. 70 c. 67.5 d. 75
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Question
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Which of the following gives the nearest value for the maximum deflection of the spring, in mm?
a. 72.5
b. 70
c. 67.5
d. 75
![An 8-kg block slides 150mm from rest down the 25-degree plane. The spring has a value of k = 1800N/m. The coefficient of friction is 0.20.
8 kg
7777777
150 mm
25°](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faebcf566-b1e0-4c71-8b7a-91a6878e59c1%2F4070e59a-62a2-44ad-9df1-4bc2de42fa78%2Ffoc4fp_processed.png&w=3840&q=75)
Transcribed Image Text:An 8-kg block slides 150mm from rest down the 25-degree plane. The spring has a value of k = 1800N/m. The coefficient of friction is 0.20.
8 kg
7777777
150 mm
25°
![Draw Free Body
Diagram of the Block
at Initial Condition
Q1: Calculate the
frictional force from
the Free Body
Diagram
Q2: Find the
acceleration at
descend of block
using Newton's
Second Law
Q3: Find the
velocity of the block
at initial contact with
the spring using
Uniform
Accelerated
Motion
Q4: Find the time it
takes for the initial
contact using
Impulse-Momentum
Q4: Find the time it
takes for the initial
contact using
Uniform
Accelerated
Motion
Start
Q5: Calculate for the
maximum deflection
of the spring using
Work-Energy
Method
Q8: Calculate the
velocity after leaving
the spring using
Work-Energy
Method
Q7: Calculate for the
maximum inclined
distance from the
spring after it leaves
the spring using
Work-Energy
Method
Q6: Calculate the
maximum spring
force using Hooke's
Law (F= kx)
Q10: Calculate the
time it takes to reach
the maximum
distance after it
leaves the spring
using
Impulse-Momentun
Q7: Calculate for the
maximum inclined
distance from the
spring after it leaves
the spring using
Uniform Accelerated
Motion
Q10: Calculate the
time it takes to reach
the maximum
distance after it
leaves the spring
using Uniform
Accelerated Motion
Draw the
Free Body
Diagram of
the Block
after leaving
the spring
Q9: Find the
acceleration after
leaving the spring of
block using
Newton's Second
Law](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faebcf566-b1e0-4c71-8b7a-91a6878e59c1%2F4070e59a-62a2-44ad-9df1-4bc2de42fa78%2Fl5j05b_processed.png&w=3840&q=75)
Transcribed Image Text:Draw Free Body
Diagram of the Block
at Initial Condition
Q1: Calculate the
frictional force from
the Free Body
Diagram
Q2: Find the
acceleration at
descend of block
using Newton's
Second Law
Q3: Find the
velocity of the block
at initial contact with
the spring using
Uniform
Accelerated
Motion
Q4: Find the time it
takes for the initial
contact using
Impulse-Momentum
Q4: Find the time it
takes for the initial
contact using
Uniform
Accelerated
Motion
Start
Q5: Calculate for the
maximum deflection
of the spring using
Work-Energy
Method
Q8: Calculate the
velocity after leaving
the spring using
Work-Energy
Method
Q7: Calculate for the
maximum inclined
distance from the
spring after it leaves
the spring using
Work-Energy
Method
Q6: Calculate the
maximum spring
force using Hooke's
Law (F= kx)
Q10: Calculate the
time it takes to reach
the maximum
distance after it
leaves the spring
using
Impulse-Momentun
Q7: Calculate for the
maximum inclined
distance from the
spring after it leaves
the spring using
Uniform Accelerated
Motion
Q10: Calculate the
time it takes to reach
the maximum
distance after it
leaves the spring
using Uniform
Accelerated Motion
Draw the
Free Body
Diagram of
the Block
after leaving
the spring
Q9: Find the
acceleration after
leaving the spring of
block using
Newton's Second
Law
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