Calculate the other sides of a triangle whose shortest side is 6cm and which is similar to a triangle whose sides are 4cm, 7cm and 8cm.

Let △ABC ~ △DEF in which shortest side of △ABC be BC = 6cm. △DEF, DE = 8cm, EF = 4cm and DF = 7cm. Since, △ABC ~ △DEF so, Now consider, Hence, the other sides of triangle are 10.5cm and 12cm.

In the figure given below, AB ∥ DE, AC = 3cm, CE = 7.5cm and BD = 14cm. Calculate CB and DC.

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If △ABC ~ △DEF, AB = 4 cm, DE = 6 cm, EF = 9 cm and FD = 12 cm, then find the perimeter of △ABC.

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If △ABC ~ △PQR, perimeter of △ABC = 32cm, perimeter of △PQR = 48cm and PR = 6cm, then find the length of AC.

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In the figure (2) given below, CA ∥ BD, the lines AB and CD meet at O.
(i) Prove that △ACO ~ △BDO.
(ii) If BD = 2.4 cm, OD = 4 cm, OB = 3.2 cm and AC = 3.6 cm, calculate OA and OC.

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Mathematics

Calculate the other sides of a triangle whose shortest side is 6cm and which is similar to a triangle whose sides are 4cm, 7cm and 8cm.

Similarity

Related Questions

In the figure given below, AB ∥ DE, AC = 3cm, CE = 7.5cm and BD = 14cm. Calculate CB and DC.

If △ABC ~ △DEF, AB = 4 cm, DE = 6 cm, EF = 9 cm and FD = 12 cm, then find the perimeter of △ABC.

If △ABC ~ △PQR, perimeter of △ABC = 32cm, perimeter of △PQR = 48cm and PR = 6cm, then find the length of AC.

In the figure (2) given below, CA ∥ BD, the lines AB and CD meet at O.
(i) Prove that △ACO ~ △BDO.
(ii) If BD = 2.4 cm, OD = 4 cm, OB = 3.2 cm and AC = 3.6 cm, calculate OA and OC.

Mathematics

Calculate the other sides of a triangle whose shortest side is 6cm and which is similar to a triangle whose sides are 4cm, 7cm and 8cm.

Similarity

Related Questions

In the figure given below, AB ∥ DE, AC = 3cm, CE = 7.5cm and BD = 14cm. Calculate CB and DC.

If △ABC ~ △DEF, AB = 4 cm, DE = 6 cm, EF = 9 cm and FD = 12 cm, then find the perimeter of △ABC.

If △ABC ~ △PQR, perimeter of △ABC = 32cm, perimeter of △PQR = 48cm and PR = 6cm, then find the length of AC.

In the figure (2) given below, CA ∥ BD, the lines AB and CD meet at O.(i) Prove that △ACO ~ △BDO.(ii) If BD = 2.4 cm, OD = 4 cm, OB = 3.2 cm and AC = 3.6 cm, calculate OA and OC.

In the figure (2) given below, CA ∥ BD, the lines AB and CD meet at O.
(i) Prove that △ACO ~ △BDO.
(ii) If BD = 2.4 cm, OD = 4 cm, OB = 3.2 cm and AC = 3.6 cm, calculate OA and OC.