a rope of length 60 cm is cut into two pieces one piece is used to form a rectangle of length 12 cm and width6 CM The Other piece is bent into hexagon which is the length of each side of the hexagon
Answers
=36cm
60-36=24cm(other part of rope)
hexagon side=6
24/6=4cm each side
Answer:
Each hexagonal edge is 7 centimetres long.
Step-by-step explanation:
We have a 60 centimetre long rope that has been split into two sections. One of the sections is used to make a rectangle 12 centimetres long and 6 cm wide. Let's figure out the circumference of this square.
Rectangle perimeter = 2 x (length Plus breadth) =
2 x (12 cm + 6 cm) = 2 x 18 cm = 36 cm
We now have the last section of rope, which has been twisted into a hexagon. Assume that each hexagonal edge is x cm tall. Due to the six edges of a hexagon, the total length of rope used to make the hexagon will be 6x cm.
We know that the rope's entire length is 60 centimetres. As a result, we can express the solution as:
60 centimetres = 6x Plus 12 cm + 6 cm
When we simplify the above expression, we get:
6x Plus 18 cm Equals 60 cm
6x = 42 cm
x = 7 cm
As a result, each hexagonal edge is 7 centimetres long.
Learn more about hexagonal edge :
https://brainly.in/question/4906384
#SPJ3