Triangles Test ...

In the above figure, if DE || BC, then x equals :

Which of the following cannot be the sides a right angle triangle?

In the given figure, the value of x (in cm) is :

In the figure given above, if DE $$ \parallel$$  BC, then the value of x equals to:

In $$\Delta ABC,$$ if $$AB =6\sqrt{3}$$ cm, $$AC=12$$ cm and $$BC=6$$ cm, then angle B is equal to:

The areas of two similar triangles ABC and PQR are $$25\ cm^{2}\ \& \  49\ cm^{2}$$, respectively. If QR $$=9.8$$ cm, then BC is:

Let $$\triangle$$ABC ~ $$\triangle$$PQR. If area(ABC) = 2.25 $$m^{2}$$, area(PQR) = 6.25 $$m^{2}$$, PQ = 0.5 $$m$$, then length of AB is:

In figure, DE||BC, then the value of x equals to:

In figure , if $$DE\parallel BC$$, then the value of x is equal to

In a $$\Delta$$PQR, right angled at Q, PQ$$ =$$ 24 cm and QR$$ =$$ 7 cm. S is the mid point of PR, then RS is :