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3 When light strikes a glass surface it can be both refracted and reflected - Edexcel - GCSE Physics - Question 3 - 2013 - Paper 1

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3 When light strikes a glass surface it can be both refracted and reflected. (a) The diagram shows the possible paths for a ray of light which strikes a surface at ... show full transcript

Worked Solution & Example Answer:3 When light strikes a glass surface it can be both refracted and reflected - Edexcel - GCSE Physics - Question 3 - 2013 - Paper 1

Step 1

(a)(i) Which of the lines show the possible path of a ray of light passing from air into glass?

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Answer

The correct option is B (POR). A ray of light passing from air into glass will bend toward the normal due to refraction.

Step 2

(a)(ii) Which row of the table is correct for what happens when the wave is refracted?

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Answer

The correct option is D. When the wave enters shallower water, its speed decreases while the direction changes due to refraction.

Step 3

(b)(i) Explain how a refracting telescope produces a magnified image of Jupiter.

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Answer

A refracting telescope consists of two convex lenses: an objective lens and an eyepiece. The objective lens gathers light from distant objects like Jupiter and forms a focused image. The eyepiece then magnifies this image, making it appear larger to the observer. By adjusting the distance between the lenses, we can achieve different magnifications.

Step 4

(b)(ii) Explain how Galileo’s observations contradicted the geocentric model.

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Galileo’s observations, including the phases of Venus and the moons of Jupiter, provided evidence that not all celestial bodies orbit the Earth, as proposed by the geocentric model. Specifically, the phases of Venus demonstrated that it orbits the Sun, and the discovery of Jupiter's moons showed that not all objects revolve around Earth, supporting the heliocentric model.

Step 5

(c) Calculate the approximate distance of Jupiter from the Earth.

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Using the ratio of the time taken for light to travel from the Sun to Earth (500 s) and from the Sun to Jupiter (2100 s), we get:

rac{2100}{500} = 4.2

The distance from the Sun to Jupiter can be calculated as:

4.2imes150 million km=630 million km4.2 imes 150 \text{ million km} = 630 \text{ million km}

Thus, the approximate distance of Jupiter from the Earth is 630 million km.

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