Make the following number sequences, from the sequence of equilateral triangles, squares, regular pentagons and so on, of regular polygons: One inner angle

Make the following number sequences, from the sequence of equilateral triangles, squares, regular pentagons and so on, of regular polygons: One outer angle

Make the following number sequences,from the sequence of equilateral triangles, squares, regular pentagons and so on, of regular polygons: Sum of inner angles

Make the following number sequences, from the sequence of equilateral triangles, squares, regular pentagons and so on, of regular polygons: Sum of outer angles

Make the following number sequences, from the sequence of equilateral triangles, squares, regular pentagons and so on, of regular polygons: Number of sides

Make the following number sequences, from the sequence of equilateral triangles, squares, regular pentagons and so on, of regular polygons: Number of sides 3,4,5,.........Sum of interior angles Sum of exterior angles One interior angle One exterior angle

Among an equilateral triangle, a square, a regular hexagon and a circle, all with the same perimeter, which has the largest area?

Write the sequence of the perimeters of the equilateral triangles having sides 1cm,2cm,4cm. Write the sequence of sum of angles.

For the sequence of regular polygons starting with an equilateral triangle, write the algebraic expressions for the sequence of the sums of interior angles, the sums of the exterior angles, the measures of an interior angle, and the measures of an exterior angle.

Write down the working of a moving coil loud speaker by rearranging the following in correct sequence. strengthened electrical pulses are sent through the voice coil of a loud speaker. The voice coil , which is placed in the magnetic field , moves to and fro rapidly , in accordance with the electrical pulses. The electrical pulses from a microphone. Make the diaphragm vibrate, thereby reproducing sound . Electrical pulses are strengthened using an amplifier.

The outer and inner angles of à regular polygon are in the ratio 2:7. How many sides does it have?