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Is it possible to construct a rhombus ABCD Where?

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Is it possible to construct a rhombus ABCD Where?

we can’t construct a Rhombus with sides 6 and 7 cm because in rhombus all sides must be same.

How do you draw a rhombus ABCD?

  1. Join points A, B, C and D to complete rhombus ABCD.
  2. Taking O as centre and radius of 26. 4​=3.
  3. Draw perpendicular bisector of segment AC which will intersect segment AC at point O.
  4. Draw segment AC of length 5.2 cm as base of rhombus. Medium.

How do you draw a rhombus of side 6 cm and one angle 60 degrees then a right triangle of the same area?

Step – 2) At A, draw a line AQ so that angle (BAQ) = 60°. Step – 3) Cut AD at C such that AC = 6cm. Step – 4) At B, draw a BP so that angle (ABP) = 180° – 60° i.e. 120°. Step – 5) Cut BP at D such that BD = 6cm.

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How do you construct a rhombus with one side and one diagonal?

Construct a rhombus given one side and one diagonal

  1. Draw line segment AB = 5.4 cm .
  2. With B as the centre and radius equal to 5.4 cm , draw an arc.
  3. With A as the centre and radius equal to 7.4 cm, draw another arc such that it intersects the previous arc at C.
  4. Join points B,C and points A, C.

Is it possible to construct a rhombus ABCD where AC 6 cm and BD 8 cm?

Steps of Construction: (i) Draw BC = 6 cm. (ii) Draw AD = 8 on perpendicular to BC. (iii) With B as centre draw arcs on AD. (iv) With C as centre draw arcs on AD.

Is it possible to construct a rhombus ABCD where AC 6 cm and BD 7cm?

You will notice that BD is cut through the line drawn. 6) Now for AC, Divide 6 into two parts, i.e., 3cm. 7)Keep your compass neddle(of radius 3cm) at the line drawn before (through the two arcs) and draw two more acs on the privious line. Join the new arcs(3cm radius one) and you well get a total 6cm line segment.

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How do you write rhombus?

Construction of Rhombus Given One Side and One Angle

  1. Draw the line segment of the given length, say AB.
  2. At one endpoint of the line segment, draw an angle of a given measure, say ∠BAX.
  3. With A as center and length equal to AB, draw an arc cutting the ray AX at D.
  4. Now with D as center and radius equal to AB, draw an arc.