Construct a triangle similar to a giv...

Construct a triangle similar to a given ` A B C` such that each of its sides is `(2//3)^(r d)` of the corresponding sides of ` A B C` . It is given that `B C=6c m` , `/_B=50o` and `/_C=60o`

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Construct a triangle similar to a given A B C such that each of its sides is (5//7)^(t h) of the corresponding sides of A B C . It is given that A B=5c m , B C=7c m and /_A B C=50o

Construct a /_\ A B C in which A B=4c m , B C = 5c m and A C=6c m . Now, construct a triangle similar to /_\ A B C such that each of its sides is two-third of the corresponding sides of /_\ A B C . Also, prove your assertion.

Draw a A B C in which B C=6c m , A B=4c m and A C=5c m . Draw a triangle similar to A B C with its sides equal to (3//4)^(t h) of the corresponding sides of A B C .

Draw a A B C with side B C=6c m , A B=5c m and /_A B C=60o . Then, construct a triangle whose sides are (3//4)^(t h) of the corresponding sides of the A B C .

Construct a triangle P Q R with side Q R=7c m , P Q=6c m and /_P Q R=60o . Then construct another triangle whose sides are 3//5 of the corresponding sides of P Q R .

Draw a triangle ABC with side BC=6CM, AB=5CM and /_A B C=60^0 . Then construct a triangle whose sides are 3/4 time the corresponding sides of A B C .

Construct a triangle A B C such that B C=6c m ,\ A B=6\ c m\ and median A D=4c mdot

Construct a A B C in which A B=5c m . /_B=60o altitude C D=3c m . Construct a A Q R similar to A B C such that side of A Q R is 1.5 times that of the corresponding sides of A C B .

Draw a right triangle A B C in which A C=A B=4. 5 c m and /_A=90o . Draw a triangle similar to A B C with its sides equal to (5//4)^(t h) of the corresponding sides of A B C .

Draw a triangle A B C with side B C=7c m , /_B=45^circ , /_A=105^circ . Then construct a triangle whose sides are (4//3) times the corresponding sides of A B C .

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