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That depends on how many sides the figure has.
For example . . .
-- If it's a triangle, then its area is 27.7 cm2.
-- If it's a square, then its area is 64 cm2.
-- If it's a pentagon (5 sides), then its area is 110.1 cm2.
-- If it's a hexagon (6 sides), then its area is 166.3 cm2.
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etc.
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What is the area of a square with sides of 8cm?
It is: 8*8 = 64 square cm
What is the perimeter of an octagon with 8cm sides?
64cm (8cm x 8 sides = 8 x 8 = 64).
What is the perimeter of a square if it has an area of 4 centimetre squares?
Your square must have sides of 2cm so perimeter is 8cm.
Could a triangle with sides 8cm 6cm 8cm be a scalene triangle?
No because it would be an isosceles triangle
What l shape has an area of 8cm?
A rectangle that is 2cm by 4cm has an area of 8cm. It also has a perimeter of 12cm.
What is the area of square with 8 cm sides?
The area of a square with 8cm sides is 64
What is the area of a right triangle with sides of 8cm 15cm 17cm?
60 cm2
What is the area of a square with sides of 8cm?
It is: 8*8 = 64 square cm
What is the area of a triangle whose base is 8cm and has a leg 8cm in both sides?
A triangle with side a: 8, side b: 8, and side c: 8 cm has an area of 27.71 cm2
What is the perimeter of an octagon with 8cm sides?
64cm (8cm x 8 sides = 8 x 8 = 64).
What is the perimeter of a square if it has an area of 4 centimetre squares?
Your square must have sides of 2cm so perimeter is 8cm.
Could a triangle with sides 8cm 6cm 8cm be a scalene triangle?
No because it would be an isosceles triangle
What is the area of a polygon with 12cm 3cm 8cm 5cm 4cm?
The lengths of the sides does not provide enough information to answer the question.
What l shape has an area of 8cm?
A rectangle that is 2cm by 4cm has an area of 8cm. It also has a perimeter of 12cm.
What is the perimeter of a hexagon with 8cm sides?
P = 48cm
Find the area of a square with a diagonal of 8cm?
32 cm² = 8cm²/2
What is the area of 11cm 3cm 8cm 5cm 8cm?
The lengths of the sides of any shape, other than a triangle or regular polygon do not provide enough information to calculate the area. In the same way that a square can be flexed into a rhombus and the rhombus can then be flattened so that its area changes, the information given in the question is not adequate.
