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Class 8 Maths Practice Test: Practical Geometry (Construction)
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Practical geometry involves drawing two-dimensional and three-dimensional shapes with proper dimensions.

Class 8 Maths Practice Test: Practical Geometry (Construction)
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7 Questions

1. If one desires to construct a unique triangle (i.e. three sided polygon), how many details are required?
2. Which of the following is an invalid quadrilateral?
3. Which of the following conditions does not fulfill the condition for constructing a quadrilateral?
4. A quadrilateral can be constructed _______ if the lengths of its four sides and a diagonal is given.
5. What would be the general formula of number of details to be known, for constructing a quadrilateral?
6. One can construct a unique quadrilateral by the knowledge of any four quantities.
7. Which of the following is a valid quadrilateral?

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