Teachoo MCQ Test

10 Question MCQ (including Assertion)

Preparing for CBSE

Chapter 8 Class 6 - Playing with Constructions (Ganita Prakash) | 10 questions

Timed test. Answer every question before time runs out. Correct answers and solutions appear after submission.
Time remaining 960
Question 1 of 10
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Question 1 of 10
Assertion (A): A rectangle cannot have a 9 cm side and a 7 cm diagonal.
Reason (R): The diagonal must be longer than either side of a non-degenerate rectangle.
Select one option. Answers are shown after the test.
Question 2 of 10
The displayed 8 cm by 4 cm rectangle has a diagonal. Why does the diagonal not split the corner into 45° and 45°?
Diagonal of an 8 cm by 4 cm rectangleDiagonal of an 8 cm by 4 cm rectangleDiagonal of an 8 cm by 4 cm rectangleABCD26.565°
Diagonal of an 8 cm by 4 cm rectangle
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Question 3 of 10
Assertion (A): In the displayed 7 cm by 3 cm rectangle, CD = 7 cm.
Reason (R): CD is adjacent to AB.
A 7 cm by 3 cm rectangleA 7 cm by 3 cm rectangleA 7 cm by 3 cm rectangleABCD7 cm3 cm
A 7 cm by 3 cm rectangle
Select one option. Answers are shown after the test.
Question 4 of 10
DC is 4 cm and diagonal DB is 6 cm. Which point in the figure determines the height of the rectangle?
Constructing a 4 cm side and 6 cm diagonalConstructing a 4 cm side and 6 cm diagonalConstructing a 4 cm side and 6 cm diagonalDC4 cm6 cm
Constructing a 4 cm side and 6 cm diagonal
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Question 5 of 10
A rectangle can be divided exactly into two identical squares. What must be its length:breadth ratio?
Rectangle split into two squaresRectangle split into two squaresRectangle split into two squares12
Rectangle split into two squares
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Question 6 of 10
Assertion (A): PQRS is a valid name for the shown square.
Reason (R): The order P-Q-R-S jumps across a diagonal.
Select one option. Answers are shown after the test.
Question 7 of 10
Two identical 3 cm squares are joined edge to edge. What are the rectangle’s dimensions?
Two identical squaresTwo identical squaresTwo identical squares12
Two identical squares
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Question 8 of 10
Assertion (A): For a 5 cm side and 8 cm diagonal, B lies on a radius-8 arc centred at D.
Reason (R): The arc must instead be centred at C because C lies on the perpendicular.
Side DC = 5 cm; diagonal DB = 8 cmSide DC = 5 cm; diagonal DB = 8 cmSide DC = 5 cm; diagonal DB = 8 cmDC5 cm8 cm
Side DC = 5 cm; diagonal DB = 8 cm
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Question 9 of 10
B and C are 7 cm apart and AB = AC = 7 cm is required. Which compass setting constructs A?
Constructing an equilateral triangleConstructing an equilateral triangleConstructing an equilateral triangleBC7 cmr = 7 cmr = 7 cm
Constructing an equilateral triangle
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Question 10 of 10
The dot-grid quadrilateral has equal sides but one pair of adjacent sides is not perpendicular. What is it?
Equal-sided dot-grid quadrilateralEqual-sided dot-grid quadrilateralEqual-sided dot-grid quadrilateralABCD
Equal-sided dot-grid quadrilateral
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