Statement : Anamika does conceptual error while solving problems on mensuration.
Course of Action :
(I) Teacher gives a lot of hands-on and visual practice to Anamika.
(II) Teacher provides the scope of discussion while giving open-ended questions.
Choose the correct option.
The statement highlights that Anamika encounters conceptual errors while working on mensuration problems. Mensuration deals with the measurement of geometric figures, including calculating areas, volumes, and perimeters. Conceptual errors mean she might misunderstand the fundamental principles or formulas, not just make calculation mistakes.
Course of Action (I) suggests that the teacher should provide Anamika with a lot of hands-on and visual practice. This approach is highly relevant for mensuration because:
Therefore, providing hands-on and visual practice is a logical step to correct conceptual errors in mensuration.
Course of Action (II) proposes that the teacher should offer opportunities for discussion using open-ended questions. This is also a valuable strategy because:
This method promotes active learning and helps clarify underlying concepts that might be causing the errors.
Both Course of Action (I) and Course of Action (II) offer distinct yet complementary methods to help Anamika overcome her conceptual difficulties in mensuration. Visual and hands-on practice addresses the concrete nature of the subject, while discussion and open-ended questions foster deeper conceptual understanding and critical thinking. Combining these strategies provides a comprehensive approach to resolving her learning challenges.
Thus, both courses of action logically follow from the statement.
A cubical tank of side 10 m is open at the top. The inner surfaces of the tank including its base are to be painted at the rate of ₹5 per square metre. Find the total cost of painting.
A solid cylinder has a radius of 7 cm and height of 10 cm. Find its total surface area. (Use \(\pi = \dfrac{22}{7}\))