Rahul Sofat Solutions for Chapter: Practical Geometry, Exercise 4: REVIEW EXERCISES

How many arcs are required to be drawn to construct an angle of $60°$?

How many circles can pass through three collinear points?

Can you make an angle of $15°$ using two set squares of geometry box? $\left(\mathrm{Yes}/\mathrm{No}\right)$

To construct and then bisect an angle, how many minimum number of arcs are required to be drawn? ( Write the answer in figures)

Draw a line segment $8.2 \mathrm{cm}$ and divide it into four equal parts using a ruler and compass only.

Draw an angle of $50°$ using a protractor. Extend one of its arm to obtain its supplementary angle. Copy this supplementary angle using a ruler and compass.

Draw an angle of measurement $160°$ and divide it into four equal parts. Check your construction by actual measurement.

Draw a square of side $7\mathrm{cm}$ using a ruler and compass only.