Question
Observe the below given figures carefully and answer the questions:

(i) Which among the above shown figures are congruent figures?
(a) A and C $\qquad$ (b) $E$ and $F$ $\qquad$ (c) $D$ and $F$ $\qquad$ (d) $B$ and $F$
(ii) Which of the following statements is correct?
(a) All similar figures are congruent.
(b) All congruent figures are similar.
(c) The criterion for similarity and congruency is same.
(d) Similar figures have same size and shape.
(iii) If a line divides any two sides of the triangle in the same ratio, then the line is parallel to the third side. Which theorem is depicted by this statement?
(a) Pythagoras
(b) Thales Theorem
(c) Converse of Thales theorem
(d) Converse of Pythagoras theorem
(iv) Using the concept of similarity, the height of the tree is

(a) 12 ft $\qquad$ (b) 10 ft $\qquad$ (c) 15 ft $\qquad$ (d) 7 ft

(i) Which among the above shown figures are congruent figures?
(a) A and C $\qquad$ (b) $E$ and $F$ $\qquad$ (c) $D$ and $F$ $\qquad$ (d) $B$ and $F$
(ii) Which of the following statements is correct?
(a) All similar figures are congruent.
(b) All congruent figures are similar.
(c) The criterion for similarity and congruency is same.
(d) Similar figures have same size and shape.
(iii) If a line divides any two sides of the triangle in the same ratio, then the line is parallel to the third side. Which theorem is depicted by this statement?
(a) Pythagoras
(b) Thales Theorem
(c) Converse of Thales theorem
(d) Converse of Pythagoras theorem
(iv) Using the concept of similarity, the height of the tree is

(a) 12 ft $\qquad$ (b) 10 ft $\qquad$ (c) 15 ft $\qquad$ (d) 7 ft





