Science Chapter 10 Light - Reflection And Refraction
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    NCERT Solution For Class 10 %2525e0%2525a4%2525b8%2525e0%2525a4%2525be%2525e0%2525a4%2525ae%2525e0%2525a4%2525be%2525e0%2525a4%25259c%2525e0%2525a4%2525bf%2525e0%2525a4%252595%252b%2525e0%2525a4%2525b5%2525e0%2525a4%2525bf%2525e0%2525a4%25259c%2525e0%2525a5%25258d%2525e0%2525a4%25259e%2525e0%2525a4%2525be%2525e0%2525a4%2525a8

    Light - Reflection And Refraction Here is the CBSE %2525e0%2525a4%2525b8%2525e0%2525a4%2525be%2525e0%2525a4%2525ae%2525e0%2525a4%2525be%2525e0%2525a4%25259c%2525e0%2525a4%2525bf%2525e0%2525a4%252595%252b%2525e0%2525a4%2525b5%2525e0%2525a4%2525bf%2525e0%2525a4%25259c%2525e0%2525a5%25258d%2525e0%2525a4%25259e%2525e0%2525a4%2525be%2525e0%2525a4%2525a8 Chapter 10 for Class 10 students. Summary and detailed explanation of the lesson, including the definitions of difficult words. All of the exercises and questions and answers from the lesson's back end have been completed. NCERT Solutions for Class 10 %2525e0%2525a4%2525b8%2525e0%2525a4%2525be%2525e0%2525a4%2525ae%2525e0%2525a4%2525be%2525e0%2525a4%25259c%2525e0%2525a4%2525bf%2525e0%2525a4%252595%252b%2525e0%2525a4%2525b5%2525e0%2525a4%2525bf%2525e0%2525a4%25259c%2525e0%2525a5%25258d%2525e0%2525a4%25259e%2525e0%2525a4%2525be%2525e0%2525a4%2525a8 Light - Reflection And Refraction Chapter 10 NCERT Solutions for Class 10 %2525e0%2525a4%2525b8%2525e0%2525a4%2525be%2525e0%2525a4%2525ae%2525e0%2525a4%2525be%2525e0%2525a4%25259c%2525e0%2525a4%2525bf%2525e0%2525a4%252595%252b%2525e0%2525a4%2525b5%2525e0%2525a4%2525bf%2525e0%2525a4%25259c%2525e0%2525a5%25258d%2525e0%2525a4%25259e%2525e0%2525a4%2525be%2525e0%2525a4%2525a8 Light - Reflection And Refraction Chapter 10 The following is a summary in Hindi and English for the academic year 2021-2022. You can save these solutions to your computer or use the Class 10 %2525e0%2525a4%2525b8%2525e0%2525a4%2525be%2525e0%2525a4%2525ae%2525e0%2525a4%2525be%2525e0%2525a4%25259c%2525e0%2525a4%2525bf%2525e0%2525a4%252595%252b%2525e0%2525a4%2525b5%2525e0%2525a4%2525bf%2525e0%2525a4%25259c%2525e0%2525a5%25258d%2525e0%2525a4%25259e%2525e0%2525a4%2525be%2525e0%2525a4%2525a8.

    Question 1
    CBSEENSC10014877

    An object is placed at a distance of 30 cm in front of a convex mirror of focal length 15 cm. Write four characteristics of the image formed by the mirror.

    Solution
    Four properties of the image formed by the given convex mirror are:  
    (i)   Virtual 
    (ii)  Always forms behind the mirror between focus and pole.  
    (iii) Image is always erect 
    (iv) Small in size 
    Question 2
    CBSEENSC10014894

    An object 4 cm in height, is placed at 15 cm in front of a concave mirror of focal length 10 cm. At what distance from the mirror should a screen be placed to obtain a sharp image of the object. Calculate the height of the image.

    Solution

    Given
    h1 =+4
    f = - 10 cm
    u = -15 cm
    v = ? 
    h2 = ?
    Using the mirror equation,
    1 over straight v space plus 1 over straight u space equals space 1 over straight f
rightwards double arrow space 1 over straight v space plus fraction numerator 1 over denominator negative 15 end fraction space equals space fraction numerator 1 over denominator negative 10 end fraction
rightwards double arrow space 1 over straight v space equals fraction numerator 1 over denominator negative 10 end fraction space plus 1 over 15
rightwards double arrow space 1 over straight v space equals space fraction numerator negative 15 plus 10 over denominator 150 end fraction space equals space fraction numerator negative 5 over denominator 150 end fraction
straight v space equals negative space 30 space cm

    Thus, to obtain a sharp image of the object the screen should be placed in front of the mirror at a distance of 30 cm from the mirror.

    Magnification:
    straight m space equals space straight v over straight u space equals space straight h subscript straight i over straight h subscript straight o
straight m space equals space fraction numerator negative 130 over denominator negative 15 end fraction
straight m space equals space minus 2
minus 2 space equals space straight h subscript straight i over 4
rightwards double arrow space straight h subscript straight i space equals space minus space 8 space cm

    Question 3
    CBSEENSC10014903

    Analyse the following observation table showing a variation of image distance (v) with object distance (u) in the case of a convex lens and answer the questions that follow, without doing any calculations:

    S. No.

    Object distance
    u (cm)

    Image distance
    v (cm)

    1 -90 +18
    2 -60 +20
    3 -30 +30
    4 -20 +60
    5 -18 90
    6 -10 100

    (a) What is the focal length of the convex lens ? Give reason in support of your answer.
    (b) Write the serial number of that observation which is not correct.How did you arrive at this conclusion?
    (c) Take an appropriate scale to draw a ray diagram for the observation at S. No. 4 and find the approximate value of magnification.

    Solution
    (a) From serial number 3 we can say that the radius of curvature of the lens is 30 cm because when an object is placed at the centre of curvature of a convex lens its image is formed on the other side of the lens at the same distance from the lens. And, we also know that focal length is half of the radius of curvature. Thus, the focal length of the lens is + 15 cm. 
    (b) Serial number 6 is not correct as the object distance is between focus and pole so for such cases the image formed is always virtual but in this case, a real image is forming as the image distance is positive.
    (c) Approximate value magnification for object distance - 20 cm and image distance + 60 cm is 3. 
    Question 4
    CBSEENSC10014904

    To construct a ray diagram we use two rays which are so chosen that it is easy to know their directions after reflection from the mirror. List two such rays and state the path of these rays after reflection in case of concave mirrors. Use these two rays and draw ray diagram to locate the image of an object placed between pole and focus of a concave mirror.

    Solution

    Two light rays whose path of reflection are priorly know are:

    (i) The incident ray passes through the centre of curvature: In this case, light ray after reflecting from the concave mirror moves back in the same path. This happens because the light ray is incident perpendicularly on the mirror surface.

    (ii) The ray incident obliquely to the principal axis: In this case, the incident ray will be reflected back by the reflecting surface of the concave mirror obliquely and making equal angles with the principal axis.

    Let an object "a candle" is placed between the focus and pole of the concave mirror. Then using above two rays, image of the candle can be located as shown below:

    Question 5
    CBSEENSC10014905

    A concave mirror produces three times magnified image on a screen. If the object is placed 20 cm in front of the mirror, how far is the screen from the object?

    Solution

    Given,
    u = -20 cm
    m = -3
    m = v/(-u)
    ∴ v =-m xu
    = -(-3)(-20 cm) = -60
    Distance between the object and the screen is 40 cm
    = -60 cm- (-20 cm)=- 40 cm

    Question 10
    CBSEENSC10014927

    State the laws of refraction of light. Explain the term ‘absolute refractive index of a medium’ and write an expression to relate it with the speed of light in vacuum.

    Solution

    (1) The incident ray, the refracted ray and the normal to the interface of two media at the point of incidence all lie in the same plane.

    (2) For the light of a given colour and for a given pair of media, the ratio of the sine of the angle of incidence to the sine of the angle of refraction is constant.

    This is also known as Snell's Law.

    Mathematically it can be written as:

    sin i sin r = constant = AμB

    Here, μ is the refractive index of medium B with respect to medium A.

    Refractive index of a medium with respect to the vacuum is known as the absolute refractive index.

    Question 11
    CBSEENSC10014928

    What is meant by the power of a lens? Write its SI unit. A student uses a lens of focal length of 40 cm and another of –20 cm. Write the nature and power of each lens.

    Solution

    The power of lens is defined as the reciprocal of its length. It is denoted by using the letter P.

    P1F

    Unit of Power is Dioptre (D)

    Focal length = 40 cm

    Focal length = -20 cm

    Convex lens P = 1/f = 100/40 = 2.5 D

    Concave lens = P = 1/f = -100/20 = -5D

    Question 12
    CBSEENSC10014959

    An object of height 4.0 em is placed at a distance of 30 cm from the optical centre ‘O’ of a convex lens of focal length 20 cm. Draw a ray diagram to find the position and size of the image formed. Mark optical centre ‘O’ and principal focus ‘F’ on the diagram. Also find the approximate ratio of the size of the image to the size of the object.

    Solution

    Ray diagram:

    Here, focal length, f = 20 cm,
    u = - 30 cm,
    h0 = 4 cm

    Using, lens formula,

    1f = 1v-1u 120= 1v-1(-30)

    therefore, image distance, v = 60 cm
    The image formed is real and inverted.

    The ratio of the size of the image to the size of the object

    h1ho = vu= 6030  = 2

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