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6. Similarity of Triangles
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Q6 of 70 Page 120

In ΔXYZ ~ ΔDEF consider the correspondence XYZ ↔ EDF.

If find and .

Given, XYZ and DEF are similar for the correspondence XYZEDF

And


By similarity law,








More from this chapter

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4

Δ PQR ~ ΔDEF for the correspondence PQR ↔ EDF. If PQ + QR = 15, DE + DF = 10 and PR = 6, find EF.

5

In ΔABC and ΔPQR, ABC ↔ QPR is a similarity. The perimeter of AABC is 15 and perimeter of ΔPQR is 27. If BC = 7 and QR = 9, find PR and AC.

7

Using the definition of similarity prove that all the isosceles right angled triangles are similar.

8

For ΔABC and ΔXYZ, ABC ↔ XYZ is a similarity. If , AC = 3 and XY = 5, find YZ and XZ.

Questions · 70
6. Similarity of Triangles
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