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Can you give me area of a quadrilateral with sides measuring 197 x 39 x 196 x 42?
Wiki User
∙ 12y ago
Not without knowing at least one of the angles.
You would need to know at least two of the angles (preferably opposite angles) then use Brahmagupta's formula.
Wiki User
∙ 12y ago
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How do you find the area of irregular quadrilateral when sides are given give with example?
You cannot. A square can be distorted into a rhombus without changing the lengths of any of the sides, but with a different area. Similarly, the shape of any quadrilateral can be altered without affecting the length of its sides but changing its area.
Area of quadrilateral?
To find the area of a quadrilateral, multiply the length and width of the figure. The product will give you the area of the figure.
What do name do you give to any 2D shape that has four sides?
A quadrilateral.
What is the area of the irregular 40 70 70 70?
The information provided in the question is not sufficient. A quadrilateral is not a rigid body and knowledge of the lengths of its sides does not give its area. Because it is non-rigid, a quadrilateral can be flexed (in much the same way a s square can be flexed into a rhombus without changing its side lengths) so that it becomes thinner and its area approaches zero.
A quadrilateral in which all sides have different lengths?
The only classification I could give this figure would be that it is a trapezoid, perhaps.
Which quadrilateral will give you the greatest area for the least perimeter?
A square will. The only shape that can enclose more area with the same perimeter is a circle.
How many square feet are there in an area 551 X 222.2 X100 X 100?
A square foot is a measure of area in 2-dimensional space. The fact that there are four numbers given in the question suggests that the shape is a quadrilateral of some sort. Unfortunately, the lengths of the sides of a quadrilateral are not sufficient to uniquely determine its shape. A quadrilateral is not a rigid shape and it can be "squashed" so that its area reduces to 0. Also, there is no indication as to whether the numbers given are inches, feet, miles or something else so even if the shape were rigid, it would be impossible to give the area in square feet.
What is the formula for measuring the side of a triangle if you have two sides?
Two sides of a triangle do not, automatically, give you the measure of the third side. Further information about the triangle is required.
Does a quadrilateral have opposite sides that are equal?
It can, but not necessarily. The term quadrilateralrefers to any 4-sided polygon. This does not give you any information on the lengths or equalities of any sides or angles.The subgroup of quadrilaterals that has equal opposite sides (because there are two sets of parallel sides) is a parallelogram.
How do you out the area of a figure?
Multiply two adjacent sides- that will give you the area of one face. Then multiply by six- a cube has 6 faces. That will give you the surface area of the cube.
What is the area of 2ft by 4ft by 6ft?
It is not posible to give an answer to the question. The shape for which the area is required is unknown. The question gives three measures but they are clearly NOT the sides of a triangle.It is not posible to give an answer to the question. The shape for which the area is required is unknown. The question gives three measures but they are clearly NOT the sides of a triangle.It is not posible to give an answer to the question. The shape for which the area is required is unknown. The question gives three measures but they are clearly NOT the sides of a triangle.It is not posible to give an answer to the question. The shape for which the area is required is unknown. The question gives three measures but they are clearly NOT the sides of a triangle.
What is the area of a figure having lengths 83 ft 56.6 ft 85.8 ft and 55.10 ft?
Four lengths indicate that the figure is a quadrilateral. Unfortunately, quadrilaterals are not rigid so that a set of four lengths can give rise to infinitely many shapes with infinitely many areas. This is on the same principle that a quadrilateral with four equal sides can be a square or a very thin rhombus.
