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How do you construct a parallelogram given two sides and an angle?

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How do you construct a parallelogram given two sides and an angle?

Construct a parallelogram ABCD with sides AB = 4 cm and AD = 5 cm and angle A = 60.

  1. Construct a line segment AB = 4 cm.
  2. Construct a line segment AD = 5 cm on the other arm of the angle.
  3. Stretch your compasses to 4 cm, place the sharp end at D and draw an arc to intersect the arc drawn in step 2.

How do you construct a parallelogram when given sides?

  1. With A as center and radius 2. 8cm, draw an arc.
  2. With B as center and radius 3. 5cm , draw another arc cutting the previous arc at O.
  3. Join OA and OB.
  4. Produce AO to C such that OC=AO and produce BO to D such that OD=BD.
  5. Join AD,BC and CD.
  6. Thus, ABCD is the required parallelogram and other side is 5cm.
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Can you draw a parallelogram of sides 5cm 6cm and one diagonal 8 cm?

1) First draw a ray. Then cut 8cm from it as AB. AB will be the diagonal of the parallelogram. 2 ) Now cut 5 cm and 6 cm respectively opposite side of the diagonal to formed the parallelogram.

How do you construct a parallelogram more or 6cm Re 4.5 cm EO 7.5 cm?

(iii) Parallelogram MORE OR = 6 cm, RE = 4.5 cm, EO = 7.5 cm

  1. Draw an arc of 4.5 cm taking R as the centre.
  2. Draw an arc of 7.5 cm taking O as the centre, such that it intersects the previous arc.
  3. Join both the arcs at point E.
  4. Taking E as centre draw an arc of 6 cm.
  5. Taking O as centre draw an arc of 4.5 cm.

What is parallelogram draw a parallelogram?

Draw a straight line on one side of the first line and tangent to both arcs. You now have two parallel lines which will form two sides of the parallelogram. Draw another straight line through both parallel lines. That line will be parallel to the third line you drew. You now have a parallelogram.

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Can you draw a parallelogram bats where BA 5 cm at 6 cm and as 6.5 cm why?

Yes, we can draw the required rhombus, because its all sides are equal to 3.5 cm and a diagonal EL is known. Arshad has five measurements of a quadrilateral ABCD. These are AB = 5 cm, ∠A = 50°, AC = 4 cm, BD = 5 cm and AD = 6 cm.

How do you draw a parallelogram of sides 5cm 6cm and one diagonal 8 cm?

Is it possible to construct a unique parallelogram of side 7.4 cm and 8.2 cm?

A parallelogram of sides 7.4cm and 8.2cm. parallelogram of given dimension. Parallelogram is a closed polygon having 4 sides and whose opposite sides and angles are same in magnitude and magnitude of unequal sides are given. Therefore, parallelogram of given dimensions can easily be drawn having vertices A,B,C and D.

Which of following are required measurements to construct a parallelogram figure on road?

Length of its parallel sides. Measure of interior angles. Two adjacent sides and one angle.

How do you draw a parallelogram step by step?

Drawing a Parallelogram with Certain Measurements Gather your tools. Check the instructions for your math problem. Draw a line using the ruler. Mark the length of one side. Position your protractor. Measure the angle. Draw the next side of the parallelogram. Repeat for the next side. Connect the two upper corners.

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What are the characteristics of a parallelogram?

A parallelogram is a quadrilateral with two pairs of parallel sides. The opposite sides of a parallelogram are equal in length, and the opposite angles are equal in measure. Also, the interior angles on the same side of the transversal are supplementary.

What are the supplementary angles of a parallelogram?

Also, ∠A & ∠D are supplementary angles because these interior angles lie on the same side of the transversal. In the same way, ∠B & ∠C are supplementary angles. A parallelogram is a two-dimensional shape. It has four sides, in which two pairs of sides are parallel. Also, the parallel sides are equal in length.

How to construct a parallelogram ABCD with sides AB and ad?

Construct a parallelogram ABCD with sides AB = 4 cm and AD = 5 cm and angle A = 60˚. Step 1: Construct a line segment AB = 4 cm. Construct a 60˚ angle at point A. Step 2: Construct a line segment AD = 5 cm on the other arm of the angle. Then, place the sharp point of the compasses at B and make an arc 5 cm above B.