Draw a circle of radius 3.2 cm.

5

(a)

Construct \(\bar{AB}\) of length 7.8 cm. From this, cut-off \(\bar{AC}\) of length 4.7 cm. Measure \(\bar{BC}\) .

5

(a)

Draw any line segment \(\bar{PQ}\). Without measuring \(\bar{PQ}\), construct a copy of \(\bar{PQ}\).

5

(a)

Draw any line segment \(\bar{PQ}\). Take any point R not on it. Through R, draw a perpendicular to \(\bar{PQ}\) (use ruler and set-square).

5

(a)

With \(\bar{PQ}\) of length 6.1 cm as diameter, draw a circle.

5

(a)

How will you construct a 150° angle?

5

(a)

Draw an angle of measure of 153° and divide it into four equal parts.

5

(a)

Draw a rectangle ABCD of length 7 cm and breadth 5 cm. Join AC and construct its perpendicular bisector. Mark the point, where it intersects the rectangle.

5

(a)

Construct with ruler and compasses, angle of the following measures 90^o.

5

(a)

Draw a circle of r = 5 cm. Draw any chord AB not passing through the centre. Draw the bisector of chord AB. Is it passing through the centre?

5

(a)

Which two digit numbers when added to 27 get reversed?

5

(a)

A man would be 5 minutes late to reach his destination if he rides his bike at 30 km per hour. But he would be 10 minutes early, if he rides at the speed of 40 km per hour. What is the distance of his destination from where he starts?

5

(a)