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What is the area of an hexagon if the interior angles are 120 degrees?
Wiki User
∙ 14y ago
It probably is a regular hexagon. Take the Apothem (The distance from the center to a side) and multiply by one half and by the perimeter.
if the sum of interior angles of a polygon is 120 then
(n-2)180=120==>n=8/3
which is impossible
Wiki User
∙ 14y ago
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How much is the sum of a hexagon?
A hexagon cannot have a sum. There can be the sum of its interior angles, its exterior angles, its side lengths, its area (and that of some other area), or other characteristics, but not of a hexagon.
What is the total measurement of a hexagon?
You did not specify total what: total perimeter, total of interior angles, total area, ... You also need the measurements of the sides.
What are the interior angles to the nearest degree and hypotenuse of a right angle triangle when one side is 1.75 cm less than the other side which has an area of 18.375 square cm?
Interior angles: 90 degrees, 53 degrees and 37 degrees Length of the hypotenuse: 8.75 cm
What are the interior angles and area of a triangle with vertices at 5 9 and 14 -3 and 2 3 on the Cartesian plane?
Plotting the given vertices on the Cartesian plane results in a right angle triangle with angles of 90 degrees, 26.565 degrees and 63.435 degrees including an area of 45 square units.
What are at least 12 facts about the triangle?
It has 3 sides It has no diagonals It has 3 interior angles It has 3 exterior angle Interior angles add up to 180 degrees Exterior angles add up to 360 degrees Can be right angled Can be equilateral Can be obtuse Can be isosceles Can be scalene Multiples of a triangle can form other polygons Its lengths, area and angles can be determined by means of trigonometry Pythagoras' theorem is applicable to all right angle triangles
How much is the sum of a hexagon?
A hexagon cannot have a sum. There can be the sum of its interior angles, its exterior angles, its side lengths, its area (and that of some other area), or other characteristics, but not of a hexagon.
What is the total measurement of a hexagon?
You did not specify total what: total perimeter, total of interior angles, total area, ... You also need the measurements of the sides.
What is the area of a triangle if angle a equals 42 degrees angle b equals 87 degrees and angle c equals 24 degrees?
A triangle with interior angles of 42, 87 and 24 degrees doesn't exist because the angles add up to 153 degrees whereas the interior angles of any triangle always add up to 180 degrees.
What is the measurement of a hexagon?
360 degrees* * * * *Probably not the correct answer but with a question that is so poorly specified, you can hardly blame the person answering!The sum of the external angles is 360 degrees but that is true of every polygon - no matter how many sides. An unlikely question.Half the sum of the interior angles. Even less likely.Was the question meant to be about the perimeter, area? Alas, we shall never know!
What are the interior angles to the nearest degree and hypotenuse of a right angle triangle when one side is 1.75 cm less than the other side which has an area of 18.375 square cm?
Interior angles: 90 degrees, 53 degrees and 37 degrees Length of the hypotenuse: 8.75 cm
What are the interior angles and area of a triangle with vertices at 5 9 and 14 -3 and 2 3 on the Cartesian plane?
Plotting the given vertices on the Cartesian plane results in a right angle triangle with angles of 90 degrees, 26.565 degrees and 63.435 degrees including an area of 45 square units.
What does a convex quadrilateral look like?
It is a plane area enclosed by four sides, such that each interior angles is less than 180 degrees.
What do triangles have in common?
-- three sides-- three angles-- three points-- interior angles add up to 180 degrees-- area = 1/2 (length of base) x (height)
What is the perimeter and interior angles of a right angle triangle when its height is 7 cm greater than its base and has an area of 60 square cm?
Perimeter: 17+15+8 = 40 cm Interior angles to the nearest degree: 62 degrees, 28 degrees and 90 degrees Solved by means of the quadratic formula, Pythagoras' theorem and trigonometry.
What are at least eight features that are common to all triangles?
They have three straight lines forming three vertices's They have three interior angles Sum of interior angles are 180 degrees Sum of exterior angles are 360 degrees They will tessellate They have no diagonals The sum of any two sides is greater than the third side Area formula the same Perimeter formula the same
What are at least 12 facts about the triangle?
It has 3 sides It has no diagonals It has 3 interior angles It has 3 exterior angle Interior angles add up to 180 degrees Exterior angles add up to 360 degrees Can be right angled Can be equilateral Can be obtuse Can be isosceles Can be scalene Multiples of a triangle can form other polygons Its lengths, area and angles can be determined by means of trigonometry Pythagoras' theorem is applicable to all right angle triangles
What is the same about a parrallelogram and a rectangle?
-- four sides -- four angles -- opposite sides are equal -- opposite sides are parallel -- opposite angles are equal -- adjacent angles are supplementary -- sum of interior angles is 360 degrees -- sum of exterior angles is 360 degrees -- area = (length of the base) x (height) -- can always be formed with two triangles -- diagonals bisect each other
