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A rope of length 60 cm is cut into two pieces.one piece is used to form a rectangle of length 12 cm and width 6cm .the other piece is bent into a hexagon. What is the length of each side of hexagon?
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A rope of length 60 cm is cut into two pieces.one piece is used to for...



Calculating the Length of Each Side of the Hexagon

To find the length of each side of the hexagon formed from the remaining piece of the rope, we first need to determine the total length of the remaining piece after using a part of it to form the rectangle.

Finding the Remaining Length of the Rope
- The perimeter of the rectangle = 2(length + width) = 2(12 cm + 6 cm) = 2(18 cm) = 36 cm
- The remaining length of the rope = Total length of the rope - Perimeter of the rectangle = 60 cm - 36 cm = 24 cm

Calculating the Length of Each Side of the Hexagon
- A hexagon has 6 sides of equal length, denoted by 's'.
- The total length of the hexagon = 6s
- Given that the remaining length of the rope is 24 cm, we have: 6s = 24 cm
- Dividing both sides by 6: s = 24 cm / 6 = 4 cm

Therefore, each side of the hexagon formed from the remaining piece of the rope is 4 cm long.
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A rope of length 60 cm is cut into two pieces.one piece is used to form a rectangle of length 12 cm and width 6cm .the other piece is bent into a hexagon. What is the length of each side of hexagon?
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