If centre of a regular hexagon is at origin and one of the vertices on Argand diagram is 1+2i, where `i=sqrt(-1)`, then its perimeter is

If center of a regular hexagon is at the origin and one of the vertices on the Argand diagram is 1+2i , then its perimeter is 2sqrt(5) b. 6sqrt(2) c. 4sqrt(5) d. 6sqrt(5)

If center of a regular hexagon is at the origin and one of the vertices on the Argand diagram is 1+2i , then its perimeter is 2sqrt(5) b. 6sqrt(2) c. 4sqrt(5) d. 6sqrt(5)

If center of a regular hexagon is at the origin and one of the vertices on the Argand diagram is 1+2i, then its perimeter is 2sqrt(5)b.6sqrt(2)c4sqrt(5)d.6sqrt(5)

Draw argand diagram of 6+2i.

The centre of a regular hexagon is at the point z=i . If one of its vertices is at 2+I, then the adjacent vertices of 2+I are at the points

The centre of a regular hexagon is at the point z = i. If one of its vertices is at 2 + i, then the adjacent vertices of 2 + i are at the points :

If the area of regular hexagon is 96sqrt(3) , what is its perimeter?

If the area of a regular hexagon 96sqrt(3) is square cm, then its perimeter is:

The perimeter of a regular hexagon is 18cm. How long is its one side?