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Practical Geome...

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  • Question 1
    1 / -0

    Which of the following steps is incorrect for constructing a quadrilateral ABCD in which AB = 5.1 cm, BC = 4.6 cm, CD = 3.9 cm, AD = 4.0 cm and diagonal AC = 6 cm?

    Step 1: Draw AB = 5.1 cm. With A as centre and radius equal to 6 cm, draw an arc.
    Step 2: With B as centre and radius equal to 4.6 cm, draw another arc, cutting the previous arc at C and join BC.
    Step 3: With A as centre and radius equal to 4.0 cm, draw an arc.
    Step 4: With C as centre and radius equal to 3.8 cm, draw another arc, cutting the previous arc at D.Join AD and CD.

    Then, ABCD is the required quadrilateral.

  • Question 2
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    To construct a unique parallelogram, the minimum number of measurements required is

  • Question 3
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    Arrange the following steps of construction in the correct order while constructing a rectangle PQRS, given PR = 5.8 cm and angle between the diagonals equal to 60°.

    1. From O, draw arcs of radius equal to 2.9 cm to intersect OA at S and OB at D.
    2. Draw the perpendicular bisector of PR and find the mid-point of PR. Let the perpendicular bisectors intersect at O.
    3. Join PS, RS, PQ and QR.
    4. Through O, construct a line AOB such that ∠AOR = 60°.
    5. Draw a line segment PR = 5.8 cm.

    Then, PQRS is the required rectangle

  • Question 4
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    Arrange the following steps of construction in the correct order while constructing a rhombus of side 3.2 cm with one of its angles equal to 65°.

    Steps of Construction:

    (1) Join PS.
    (2) Construct ∠RQX = 115° and ∠QRY = 65°.
    (3) Draw QR = 3.2 cm.
    (4) Draw QP = 3.2 cm along QX and RS = 3.2 cm along RY.

  • Question 5
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    If LM || NO, MN || LO and MN ⊥ ON in a quadrilateral LMNO in which side MN = 4 cm and diagonal MO = 6 cm, then which of the following figures can be constructed?

  • Question 6
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    Given below are the steps of construction of a rhombus ABCD with side 9 cm and a diagonal 12 cm. Which of the following is an INCORRECT step?

    Steps of Construction:
    Step 1. Draw 12 cm.
    Step 2. With A as centre and 9 cm as radius, draw two arcs on either side of AC.
    Step 3. With C as centre and the same radius, draw two arcs on either side of AC to cut the arcs of step 2 at B and D, respectively.
    Step 4. Join BD, AB and CD.

  • Question 7
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    Which of the following is necessary to draw a parallelogram?

  • Question 8
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    Which of the following statements is true about a triangle PQR, where PQ = 7 cm, QR = 5 cm and RP = 15?

  • Question 9
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    Which of the following parts is/are necessary to construct a quadrilateral PQRS?

  • Question 10
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    Which of the following properties of a rhombus will not be helpful in its construction?

  • Question 11
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    Arrange the steps of construction while constructing a quadrilateral given MO = 6 cm, OR = 4.5 cm,
    M = 60° O = 105° R = 105°

    Step 1: Also construct an angle 105° at R and produce the side RE.
    Step 2: Construct another angle of 60° at point M and produce the side ME. Both sides ME and RE intersect at E.
    Step 3: It is the required quadrilateral.
    Step 4: Draw a line segment MO = 6 cm.
    Step 5: Construct O = 105° and taking radius 4.5 cm, draw an arc taking O as centre, which intersects at R.

  • Question 12
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    Match the following:

    Column I Column II
    1. Construction of a unique parallelogram can be possible if atleast (A) three sides and one angle are given.
    2. Construction of a rhombus can be possible if only (B) two sides are given.
    3. Construction of an isosceles trapezium can be possible if only (C) two sides and one angle is given.
    4. Construction of a rectangle can be possible if only (D) one angle and one side is given.

  • Question 13
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    Arrange the steps of construction while constructing a quadrilateral.

    Step 1: Draw a line segment PL = 4 cm.
    Step 2: It is the required quadrilateral .
    Step 3: Construct A = 110° at A and produce the side AN which intersects PN at N.
    Step 4: Construct angle of 75° at L and with L as centre, draw an arc of radius 6 cm, which intersects at A.
    Step 5: Construct angle of 90° at P and produce the side PN.

  • Question 14
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    Which of the following cases is incorrect in terms of construction of a kite?

  • Question 15
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    Which of the following steps is/are incorrect while constructing a parallelogram, given HE = 5 cm, EA = 6 cm, R = 85°?

    Step 1: Draw a line segment HE = 5 cm.
    Step 2: Construct H = 95° and draw an arc of radius 6 cm with centre H, which intersects at R.
    Step 3: Join RH.
    Step 4: Join RA
    Step 5: Draw R = E = 85° and draw an arc of radius 6 cm with E as centre which intersects at A.
    Step 6: It is the required parallelogram.

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