4.1 State the difference between special relativity and general relativity. 4.2 According to Einstein's two postulates of special relativity: The first postulate states that: All inertial reference frames are equivalent. Explain what is meant by this first postulate. 4.3 The second postulate states that: The speed of light is the same in all inertial reference frames. The two postulates are considered to be intimately related. Explain how.

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4.1 State the difference between special relativity and
general relativity.
4.2 According to Einstein's two postulates of special
relativity:
The first postulate states that: All inertial reference
frames are equivalent. Explain what is meant by this
first postulate.
4.3
4.4
In the theory of special relativity, what is meant by
length contraction?
4.5
4.6
The second postulate states that: The speed of
light is the same in all inertial reference frames. The
two postulates are considered to be intimately related.
Explain
how.
5.1
Write down the expression used to determine the
length of an object as seen by an observer in another
reference frame, giving the meanings of the symbols
of the quantities included in the expression.
A Space Shuttle which is 60 meters in length flies
past you at 1.2 x 104 m/s. How much shorter is it in
your reference frame?
Briefly describe the inadequacies of classical
physics and their remedies on the following:
Atomic
5.1.1
theory
5.1.2
effect
5.1.3
Photoelectric
Black body
Transcribed Image Text:4.1 State the difference between special relativity and general relativity. 4.2 According to Einstein's two postulates of special relativity: The first postulate states that: All inertial reference frames are equivalent. Explain what is meant by this first postulate. 4.3 4.4 In the theory of special relativity, what is meant by length contraction? 4.5 4.6 The second postulate states that: The speed of light is the same in all inertial reference frames. The two postulates are considered to be intimately related. Explain how. 5.1 Write down the expression used to determine the length of an object as seen by an observer in another reference frame, giving the meanings of the symbols of the quantities included in the expression. A Space Shuttle which is 60 meters in length flies past you at 1.2 x 104 m/s. How much shorter is it in your reference frame? Briefly describe the inadequacies of classical physics and their remedies on the following: Atomic 5.1.1 theory 5.1.2 effect 5.1.3 Photoelectric Black body
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