Find the minimum possible perimeter of e regular hexagon whose sides measures 12.6cm to one DP ?

To find the minimum possible perimeter of a regular hexagon, we need to consider the formula for the perimeter of a regular hexagon:

Perimeter = 6 * side length

Given that the side length is 12.6 cm, we can plug this value into the formula:

Perimeter = 6 * 12.6 cm
Perimeter = 75.6 cm

Therefore, the minimum possible perimeter of a regular hexagon with side lengths measuring 12.6 cm is 75.6 cm.

The perimeter of a regular hexagon with sides of length s is given by P = 6s.

Here, s = 12.6 cm (to one DP).

Therefore, P = 6s = 6(12.6 cm) = 75.6 cm.

So, the minimum possible perimeter of the regular hexagon is 75.6 cm to one DP.