Effects of Light for Class 5 Science
This concept mainly deals about different effects of light and interaction of the light energy with various objects.
After reading the concept, students will be able to:
- Know about the image formed by a plane mirror.
- Understand that the image formed by a plane mirror is laterally inverted.
- Explain the formation of shadow.
- Identify what are the essential conditions for the formation of shadow.
- Interpret the light and shadow effect on the Earth.
- Analyse how day and night caused on Earth.
- Define the difference between solar and lunar eclipse.
- Know about dispersion of light through prism.
Each concept is explained to class 5 students using descriptions, illustrations, and concept maps. After you go through a concept, assess your learning by solving the two printable worksheets given at the end of the page.
Download the worksheets and check your answers with the worksheet solutions for the concept of the Effects of Light provided in PDF format.
Reflection on a Plane Mirror:
- A plane mirror is a regular smooth surface that is a perfect object for reflection.
- The image formed after reflection through a plane mirror has the following characteristics—
- Same size as that of the object.
- On the other side of the mirror.
- Virtual and erect.
- Laterally inverted.
Lateral inversion:
- The phenomenon of reversal of mirror image that makes the right side of an object appear as left and left side of an object to appear as right is called lateral inversion.
Examples:
Formation of a shadow:
- A dark spot formed by blocking the path of light by an opaque object is called a shadow.
- The shape of the shadow resembles the shape of the object.
1.Requirements for shadow formation
-
- A source of light.
- An opaque or a translucent object.
- A screen on which the shadow can be obtained.
2. Properties of a shadow:
-
- A shadow is formed in the opposite direction of the light source.
- The shadow is always black irrespective of the object’s colour.
- The details of the object cannot be observed in its shadow; only the outline structure is visible.
- The size of the shadow varies based on the following factors—
- Distance between the source of light and object.
- Distance between the screen and the object.
- Size of the object and source of light.
2. Occurrence of day and night:
- The occurrence of day and night depends on the rotation of earth.
- Earth makes one complete rotation on its axis in 24 hours.
- The day exists in the part of the earth that faces the sun, and simultaneously the part that faces away from the sun experiences night.
3. Formation of an eclipse:
An eclipse is a natural phenomenon in space when one celestial object obstructs another from view.
There are two types of the eclipse—solar eclipse and lunar eclipse.
4. Solar eclipse:
- It occurs when the sun, earth and moon all come in a straight line where the moon lies in between the sun and earth.
- The moon lying in the centre blocks the light from the sun and makes a shadow on Earth which acts as a screen.
5. Lunar eclipse:
- A lunar eclipse occurs when the sun, earth and moon come in a straight line where the earth lies in the centre.
- The earth blocks the light from the sun, and its shadow falls on the moon, making it invisible.
6. Dispersion of Light Through Prism:
- Prism is a transparent polyhedron used to study the dispersion of light.
- When normal/white light passes through a prism, it disperses into seven colours when it comes out on the other side of the prism.
- The same phenomenon happens when a rainbow is formed. The tiny droplets of water act as a prism and disperse the white light in seven colours—violet, indigo, blue, green, yellow, orange and red.
![](data:image/jpeg;base64,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)
New words:
Rotation: A circular motion of an object on its axis.
Celestial: Something related to the sky or outer space.
Did You Know?
The sundial was used before the invention of clocks. It worked based on shadows cast by the sun during the daytime. The world’s biggest stone sundial is located at Jantar Mantar in Jaipur.A solar eclipse is of four types—partial solar eclipse, annular solar eclipse, total solar eclipse and hybrid solar eclipse.A lunar eclipse can last for more than one hour.Animals behave in a puzzled manner during solar eclipses. Animals that are active during the day return to their nighttime homes, and the nocturnal animals think they have overslept.