Name the quadrilateral which is a parallelogram with adjacent sides equal and all sides are right angles?
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tumko jisne jisne bhi answer diya hai ---- unme se majority to gadhe lag rahe hain,am sorry to say this\nanswer will be NOT SQUARE \nCORRECT ANSWER IS RECTANGLE\nbcoz it is a parallelogram with adjacent sides equal and all sides are right angles. it is nowhere stated that all the sides are also equal. a square is a specialized rectangle in which all sides are ALSO equal, but ur question has not stated that specialized condition, hence answer will be RECTANGLE
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(1) Straight-sided shapes are called polygons \n\n(2) Others are classified according to the number of sides they have.\na) triangles ( three sides) \nb) quadrilaterals ( four sides) \nc) pentagons (five sides)\nd) hexagons (six sides),\ne) octagons (eight sides)
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Draw square ABCD so that A is southwest, B is northwest, C is northeast, D is southeast, and E extends on an imaginary line out from side AD.....\n\nArea of square ABCD = (AB)^2 -- (definition of area of a square)\n\nAB = side of square = short side of triangle ABE\nAE = long side of triangle ABE\nBE = hypotenuse of triangle ABE\n\n(BE)^2 = (AB)^2 + (AE)^2 -- (definition of equation of right triangle; angle A is the right angle of triangle ABE)\n\nThus:\n(AB)^2 = (BE)^2 - (AE)^2
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it's the Pythagorean Theorem\n\nIn any right triangle, the area of the square whose side is the hypotenuse (the side of a right triangle opposite the right angle) is equal to the sum of the areas of the squares on the other two sides.
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A rectangle...equillateral means all equal sides, equiangular means all equal angles\n\nthe rectangle has all equal angles, 90 degress but teh sides are different, if the sides were the same it woudl be a square\n\na rhombus has equal sides but not necessarily equal angles\n\na parallelogram does not have to have equal angles or equal sides, it needs to have to sets of equal opposite angles and equal opposite sides\n\nhope this helps!!
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no equal side = scalene triangles\n2 equal sides = isosceles triangles\n3 equal sides = equilateral triangles\n3 equal angles = equiangular triangles\n\ni hope it will help you
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its square with all sides and angles equal
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b. SAS\n\nSide-Angle-Side... two triangles with congruent angles with SAS relationship are equal triangles.
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Hint: the three side are equal long.\n\nTh
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The mode of presentation of data in the question is not sufficient to draw a single quadrilateral, there are two such quadrilaterals and hence two different answers.\n\nFIRST ANSWER: \nEqual sides i.e. sides of length 5*sqrt(2) are adjacent.\nLet the quadrilateral be ABCD. Then AB = BC = 5*sqrt(2), CD = 6, <DAB and <ABC are right angles. Drop a perpendicular to side AD from C intersecting AD at P.\n\nTotal area = area of rectangle ABCP + area of triangle CPD\n= [5*sqrt(2) x 5*sqrt(2)] + [0.5*{5*sqrt(2)-6}*5*sqrt(2)]\n= 50 + 3.7868 sq units\n= 53.7868 sq units\n\nSECOND ANSWER: \nEqual sides i.e. sides of length 5*sqrt(2) are opposite to each other.\nLet the quadrilateral be ABCD. Then AB = CD = 5*sqrt(2), BC = 6, <BCD and <ABC are right angles. \nClearly, quadrilateral ABCD is a rectangle. \nSo area = product of lengths of adjacent sides = AB x BC = 5*sqrt(2) x 6\n= 42.4264 sq units
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I think you mean C is opposite the right angle.\nIn that case, just use pythagoras:\nA^2 + B^2 = C^2\n17 + 64 = C^2\nC^2 = 81\nC = 9
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Triangle, quadrilateral, pentagon, hexagon, heptagon, octagon, nonagon, decagon
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The area of a parallelogram is area = base x height. Now, drawing a diagonal of the parallelogram splits the shape into two congruent triangles. Therefore, each triangle will have an area equal to (1/2)base x height.\n\nThis is true for any triangle; that is, any triangle has a corresponding parallelogram associated with it, which can be cut in half.
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To determine if it is a parallelogram:\nIf a quadrilateral has one pair of opposite sides which are parallel and equal in length, then the figure is a parallelogram.\n\nTo determine if it is a rectangle:\nIf a parallelogram has two pairs of opposite sides which are parallel and equal in length, then the figure is a rectangle.\n\nGraph the points and determine the distance between the points, or, in your case, two points have an X of 0 and two have X of 3\n\nBetween the (0, 2) and (0, 6), there is a distance of 4\nBetween the (3, -2) and (3,2) there is a distance of 4\n\nBetween the (0,6) and (3, 2) there is a distance of 3 horizontally.\nBetween the (0,2) and (3, -2) there is a distance of 3 horizontally.\n\nYour figure has two pairs of opposite sides that are equal in length and parallel.  You have a rectangle.
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since the sum of two  angles is equal to the one angle it  imlies the third angle is 90 degree since \nbecause:\nLet the angles be a,b,c now a+b=c therefore a+b+c=180 now a+b=c therefore 2c=180 this implies c=90 degrees. therefore it is a right triangle hence the measure of the third side according to pythagoras therom is square root of the sum of the squares of both sides
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It is called a Hendecagon.\n\nName Sides \nTriangle (or trigon) 3 \nQuadrilateral (or tetragon) 4 \nPentagon 5 \nHexagon (or sexagon) 6 \nHeptagon (avoid "septagon") 7 \nOctagon 8 \nEnneagon (or "nonagon") 9 \nDecagon 10 \nHendecagon (avoid "undecagon") 11 \nDodecagon (avoid "duodecagon") 12 \nTriskaidecagon 13 \nPentadecagon (or quindecagon) 15 \nHeptadecagon 17 \nEnneadecagon 19 \nIcosagon 20 \nTriacontagon 30 \nHectagon (avoid "centagon") 100 \nChiliagon 1000 \nMyriagon 10,000
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Its the Pythagorean Theorem. It applies to right angle triangles. \nIt states that a^2 + b^2 = c^2\nWhere a and b represent the lengths of legs of the triangle and c is the Hypotenuse.\nThe Hypotenuse is the side that is opposite the right angle (also the longest side). Whereas the legs are the two sides that meet at the right angle.