Question
In: Physics
From Chapter 2 (Motion Along A Straight Line) select and explain in your own words two...
From Chapter 2 (Motion Along A Straight Line) select and explain in your own words two of the following 6 learning goals. Then find someone else post discussing a different learning goal than you explained, review their explanation and add anything they may have missed that you feel is important.
2.1 - How do the ideas of displacement and average velocity help us describe straight line motion?
2.2 - What is the meaning of instantaneous velocity; and what is the difference between velocity and speed?
2.3 - How does one use average acceleration and instantaneous acceleration to describe changes in velocity
2.4 - How does one use equations and graphs to solve problems that involve straight-line motion with constant Acceleration?
2.5 - How does we go about solving problems in which an object is falling freely under the influence of gravity alone?
2.6 - How does one analyze straight-line motion when the acceleration is not constant?
Solutions
genius_generous answered 2 years agoRelated Solutions
From Chapter 2 (Motion Along A Straight Line) select and explain in your own words two...
From Chapter 2 (Motion
Along A Straight Line) select and explain in your own words two of
the following 6 learning goals. Then find someone else post
discussing a different learning goal than you explained, review
their explanation and add anything they may have missed that you
feel is important.
2.1 - How do the ideas
of displacement and average velocity help us describe straight line
motion?
2.2 - What is the
meaning of instantaneous velocity; and what is the...
Two particles oscillate in simple harmonic motion along a common straight-line segment of length 0.73 m....
Two particles oscillate in simple harmonic motion along a common
straight-line segment of length 0.73 m. Each particle has a period
of 3.8 s, but they differ in phase by π/8 rad. (a)
How far apart are they 1.2 s after the lagging particle leaves one
end of the path? (b) Are they then moving in the
same direction, toward each other, or away from each other?
2. a. A particle moves in a straight line along with the ? − ???? its...
2. a. A particle moves in a straight line along with the ? −
???? its displacement is given by the equation ?(?) = 5? 3 − 8? 2 +
12? + 6,? ≥ 0, where ? is measured in seconds and s is measured in
meters. Find: i. The velocity function of the particle at time ?
(2marks) ii. The acceleration function of the particle at time t.
(2marks) iii. The acceleration after 5 seconds (1marks) b. Find the...
In your own words, explain the difference between a movement along the supply curve and a...
In your own words, explain the difference between a movement
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example from your own personal life where you have experienced each
one.
Describe in your own words the purpose of Depreciation, Amortization and Depletion. Also distinguish between straight-line,...
Describe in your own words the purpose of Depreciation,
Amortization and Depletion. Also distinguish between straight-line,
units of production and double-declining depreciation.
In your own words explain why the force and acceleration vectors in Uniform Circular Motion point...
In your own words explain why the force and acceleration vectors
in Uniform Circular Motion point inward. Also discuss the
differences between Centripetal Force and Centrifugal
Force.
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Explain what a regression line is, in your own words. Explain,
in general terms, how a regression line is determined. In two
paragraphs.
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1. Explain in your own words any three Macroeconomic variables from "Great Depression". 2. Explain your...
1. Explain in your own words any three Macroeconomic variables
from "Great Depression".
2. Explain your answer for the following statements whether
they are Macroeconomics or Microeconomics and why?
I. “The Price of Camel” Explain your answer for the following
statements whether they are Macroeconomics or Microeconomics and
why?
II. “The Growth and development of Oman Economy” Explain your
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A Honda Civic travels in a straight line along a road. Its distance x from a...
A Honda Civic travels in a straight line along a road. Its
distance x from a stop sign is given as a function of time t by the
equation x(t)= α t2− β t3, where α = 1.44
m/s2 and β = 5.00×10−2 m/s3
a. Calculate the average velocity of the car for the time
interval t=0 to t1 = 1.95 s .
b. Calculate the average velocity of the car for the time
interval t=0 to t2 = 3.96...
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