Question

contract a parallelogram bd=6cm and AC=4cm​

Answer 1

⇒ Draw a line segment AB = 6cm.

⇒ Construct an angle of 60

∘

at point B.

⇒ Cut off BC = 4cm.

⇒ We know that adjacent angles of parallelogram are supplementary then, construct an angle of 120

∘

at point A and C which meet at point D.

⇒ Thus, ABCD is a required parallelogram.

⇒ Let AB=a=6cm and BC=b=4cm --- ( 1 )

⇒ Perimeter of parallelogram ABCD=2(a+b)

⇒ 2(6+4) [From( 1 )]

∴ Perimeter of parallelogram ABCD=20cm.

Answer 2

Answer:

These are the following steps to construct the parallelogram in the geometry subject.

Step-by-step explanation:

The following steps may be used to build a parallelogram with a specified diagonal length and inter-parallel side distance:

1. Create a 6 cm long line and label it BD. The diagonal of the parallelogram will look like this.
2. At point B, draw a line perpendicular to BD and place a mark 4 cm from the end of the line. Mark this as the letter E.
3. Create a radial 6 cm circle centered at B. In two places, the process will meet the perpendicular line. Put a C and an A in this space.
4. Collaborate with AC and BD. Lines parallel to AC and BD may be drawn from A and C, respectively, since opposing sides of a parallelogram are also similar. The parallelogram will be finished when these lines meet at point D.

The parallelogram's dimensions may be confirmed by using a ruler to measure the lengths of AC and BD. The ideal dimensions for AC are 4 cm, with BD at 6 cm. For more proof that this shape is a parallelogram, we can verify that the diagonals are parallel and the internal angles are identical.

To learn more about parallelograms, click on the given link.

https://brainly.in/question/777600

To learn more about Geometry, click on the given link.

https://brainly.in/question/225694

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