Question

1. E divides AB in the ration 1:3 also F, divides AC in the ration 1:3, EF = 2.8cm. Find BC.

(i) 11.2cm

(ii) 11cm

(iii) 11.5cm

(iv) 12cm

2. The figure formed by joining the mid-points of the sides of a quadrilatral ABCD, taken in

order, is a square only if

(i) ABCD is a rhombus

(ii) Diagonals of ABCD are equal and perpendicular

(iii) Diagonals of ABCD are perpendicular

(iv) Diagonals of ABCD are equal.

3. In figure, if DE = 8cm, DE ll BC and D is the mid-point of AB, then the true statement is

(i) E is the mid-power of AC

(ii) AB = BC

(iii) DE = BC

(iv) DE and BC meet at some point if we

extend both of them indefinitely

4. In figure ‘D’ is mid-point of AB and DE ll BC, then AE is equal to

(i) AD

(ii) DB

(iii) BC

(iv) EC

5. If the diagonals of a quadrilateral bisect each other, and opposite sides are parallel and

equal, then the quadrilateral must be

(i) Rectangle

(ii) Square (iii) Rhombus (iv) Parallelogram
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Answer 1

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