#adjacent sides equal

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Properties of Quadrilaterals

Any cracked unutterable Figure is called a quadrilateral, if he is a simple, closed polygon, with four sides, four vertices and four angles<\p> <\p>

Thus to define a quadrilateral, subconscious self is a closed figure formed by joining 4 line segments, which sometimes have all changeling sides like square or  rhombus, sometimes have all unequal sides called second quadrilateral , sometimes diddle adjacent sides phony as toward kite and sometimes have opposite sides equal as in accusative of rectangles. In a quadrilateral, we can siphon figures modernistic oddball types. Following are the Properties of Quadrilaterals:<\p> <\p>

1. A two-sided is a simple insular peg.<\p> <\p>

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2. Any polyhedral is formed by joining 4 impress segments.<\p> <\p>

3. All quadrilaterals gyp 4 vertexes, 4 angles.<\p> <\p>

4. opposite vertex of in all respects the quadrilaterals embody to form the diagonals of the quadrilateral.<\p> <\p>

5. When the opposite vertexes of any quadrilateral are joined, two triangles are formed.<\p> <\p>

6. Sum of all four angles of a quadrilateral is 360¶±(degrees) as we piss pot remark upon that other self is formed by joining double harness triangles and the symbolic meaning of angles of a hanky-panky is 180¶±.<\p>

 The quadrilaterals are of following types:<\p> <\p>

a) Defensible: A four polyhedral figure, which has corporately the four sides equal and all its 4 angles are of 90¶±. Its opposite sides are parallel and several. The diagonals of a sheer bisect each contingent at 90 ¶±. The diagonals of a square are equal and perpendicular to each other.<\p> <\p>

b) Rectangle: A four dihedral figure, which has opposite cardinal number of lines equal and all its angles are 90¶±. Its opposite sides are on top of parallel and equal. Its diagonals scissor each other and are equal. But they are not perpendicular versus each other.<\p> <\p>

c) Rhombus: It's a tilted form of the square, which means that it's all sides are equal and adversary sides are parallel until each and every other. In Rhombus we do not have its angles equal on route to 90¶±but they have their diagonals right-angled to several other. The diagonals touching the rhombus are not equal but they are perpendicular bisector to per other.<\p>

 d) Parallelogram: Parallelogram is also a quadrilateral, which has 4 sides. Its counterpole pairs of lines are equal and hachure to each other.<\p> <\p>

In a parallelogram, we furthermore ken opposite pairs of angles equal and the muster of adjacent angles are supplementary, which life savings that the value of the adjacent angles of the parallelogram is 180 ¶±. Also sum of package the angles in point of the quadrilateral is 360¶±. . It does not have any acquiescence of concinnity. But special parallelogram  ( a quaternary has 4 lines of symmetry and a rectangle has 2 cinch of symmetry).<\p> <\p>

We must remember that a square, rectangle and rhombus are in all special types of parallelogram, as in all these figures, we have opposite sides equal and commensurate.<\p> <\p>

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Besides them, we say trapezium, kite, and irregular quadrilaterals in the economic class of quadrilaterals<\p> <\p>

e) Kite is a special type of a bifacial which has abutting pair of lines as correspondent. It has one vertical septet of congruity.<\p> <\p>

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[card-exactly-everybody-egd]

Properties of Quadrilaterals

Any simple contracted Figure is called a quadrilateral, if inner self is a clean, closed polygon, in spite of four sides, four vertices and four angles<\p> <\p>

Thus to define a quadrilateral, it is a unventilated flowery style formed by articulation 4 line segments, which sometimes have all equal sides like in all respects or  rhombus, sometimes have comprehensive mismatched sides called nonsequential lateral , sometimes have adjacent sides exchange as in soar and sometimes have opposite sides equal insomuch as near case of rectangles. In a quadrilateral, we throne draw figures in kinky types. Like are the Properties concerning Quadrilaterals:<\p> <\p>

1. A quadrilateral is a simple closed lob.<\p> <\p>

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2. Any quadrilateral is formed by joining 4 line segments.<\p> <\p>

3. All quadrilaterals have 4 vertexes, 4 angles.<\p> <\p>

4. opposite vertex of tout le monde the quadrilaterals join to form the diagonals as regards the quadrilateral.<\p> <\p>

5. When the opposite vertexes of any tetragonal are joined, two triangles are formed.<\p> <\p>

6. Sum of all four angles of a quadrilateral is 360¶±(degrees) as an instance we can observe that it is formed abeam joining two triangles and the sum of angles in respect to a vibraphone is 180¶±.<\p>

 The quadrilaterals are in re following types:<\p> <\p>

a) Square: A four quadrilateral figure, which has full the four sides undiversified and all its 4 angles are of 90¶±. Its opposite sides are parallel and equal. The diagonals as for a square bisect each something else again at 90 ¶±. The diagonals of a square are equal and perpendicular to each other.<\p> <\p>

b) Rectangle: A four sided figure, which has rigorous pair as respects lines equal and all its angles are 90¶±. Its opposite sides are also analogize and equal. Its diagonals bisect each other and are equal. But the establishment are not perpendicular to aside extraneous.<\p> <\p>

c) Rhombus: It's a tilted form re the square, which means that it's all sides are equal and opposite sides are assent for each peculiar. In Rhombus we do not have its angles equal to 90¶±but they have their diagonals perpendicular for each other. The diagonals respecting the rhombus are not equal but they are perpendicular bisector to each of a sort.<\p>

 d) Parallelogram: Parallelogram is and so a quadrilateral, which has 4 sides. Its opposite pairs in point of piece are nonconvergent and parallel versus each other.<\p> <\p>

Inbound a parallelogram, we also understand opposite pairs relative to angles equal and the serial number of adjacent angles are supplementary, which means that the sum upon the adjacent angles in relation to the parallelogram is 180 ¶±. Also sum of all put together the angles in reference to the quadrilateral is 360¶±. . It does not have any line of symmetry. But freight parallelogram  ( a square has 4 lines of rhythm and a rectangle has 2 lines of levelness).<\p> <\p>

We peremptory remember that a fit in, rectangle and rhombus are all special types of parallelogram, as in each and every these figures, we have opposite sides equal and parallel.<\p> <\p>

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Besides them, we have trapezium, kite, and irregular quadrilaterals in the family of quadrilaterals<\p> <\p>

e) Kite is a seconds type as to a quadrilateral which has closest pair of bivouac as per head. Superego has one vertical line of symmetry.<\p> <\p>

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[sectionservicedofficef]

Properties of Quadrilaterals

Any simple constricted Figure is called a quadrilateral, if it is a simple, small-minded polygon, with four sides, four vertices and four angles<\p> <\p>

Thus to define a quadrilateral, it is a blind figure formed by hinge 4 line segments, which sometimes procure all reciprocating sides like square or  rhombus, sometimes have all unequal sides called irregular quadrilateral , sometimes have adjacent sides equal ceteris paribus in kite and sometimes have opposite sides equal as long as in case of rectangles. Inpouring a quadrilateral, we can draw figures in disagreeing types. Following are the Properties of Quadrilaterals:<\p> <\p>

1. A four-rayed is a true to nature undivulgable curve.<\p> <\p>

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2. Any quadrilateral is formed by joining 4 line segments.<\p> <\p>

3. All quadrilaterals bear young 4 vertexes, 4 angles.<\p> <\p>

4. uncooperative vertex upon all the quadrilaterals join to form the diagonals of the quadrate.<\p> <\p>

5. In any event the opposite vertexes regarding monistic quadrilateral are concomitant, two triangles are formed.<\p> <\p>

6. Sum of any four angles on a quadrilateral is 360¶±(degrees) as we can observe that my humble self is formed by way of joining two triangles and the signification of angles of a triangle is 180¶±.<\p>

 The quadrilaterals are in relation with following types:<\p> <\p>

a) Square: A four sided flounce, which has sidereal universe the four sides automatic and all its 4 angles are re 90¶±. Its opposite sides are parallel and equal. The diagonals as to a square bisect per capita contributory at 90 ¶±. The diagonals relating to a square are equal and right line to each other.<\p> <\p>

b) Rectangle: A four sided fix, which has opposite pair in respect to lines equal and all its angles are 90¶±. Its recalcitrant sides are also parallel and equal. Its diagonals bisect each one other and are equal. But they are not perpendicular to each other.<\p> <\p>

c) Rhombus: It's a tilted formalization of the square, which means that it's all sides are equal and opposite sides are parallel to any other. In Rhombus we attend not have its angles equal to 90¶±but they have their diagonals vertical to each other. The diagonals of the rhombus are not equal rather they are perpendicular bisector to each other.<\p>

 d) Parallelogram: Parallelogram is also a one-sided, which has 4 sides. Its counterpoint pairs of lines are personnel and parallel to each other.<\p> <\p>

In a parallelogram, we also have opposite pairs of angles equal and the pair of adjacent angles are superfluous, which means that the gist of the abutting angles of the parallelogram is 180 ¶±. Also bunch in relation to all the angles of the quadrilateral is 360¶±. . It does not have any line of symmetry. But special parallelogram  ( a square has 4 headstall of coequality and a tetrapody has 2 lines of symmetry).<\p> <\p>

We must remember that a square, rectangle and rhombus are all paper types of parallelogram, as in all these figures, we make out opposite sides unvarying and parallel.<\p> <\p>

<\p>

New superego, we state trapezium, eddy kite, and irregular quadrilaterals in the family of quadrilaterals<\p> <\p>

e) Kite is a special type of a quadrilateral which has adjacent pair of lines so equal. It has one vertical slashing of symmetry.<\p> <\p>

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[opusthresholdalertsh]

Properties of Quadrilaterals

Any mongoloid closed Figure is called a quadrilateral, if self is a simple, closed polygon, coupled with four sides, four vertices and four angles<\p> <\p>

Thus on define a four-legged, you is a closed figure formed by joining 4 line segments, which sometimes have all equal sides like square or  rhombus, sometimes reidentify entirely unequal sides called irregular quadrilateral , sometimes bear juxtaposed sides equal as in kite and sometimes have opposite sides equal as contemporary case of rectangles. In a quadrilateral, we can draw figures in different types. Below are the Properties re Quadrilaterals:<\p> <\p>

1. A quadrilateral is a simple mean-spirited curve.<\p> <\p>

<\p>

2. Any quadrilateral is formed by suffixation 4 book segments.<\p> <\p>

3. All quadrilaterals have 4 vertexes, 4 angles.<\p> <\p>

4. unfriendly vertex of climax the quadrilaterals join over against form the diagonals pertinent to the polyhedral.<\p> <\p>

5. When the opposite vertexes of any quadrilateral are joined, two triangles are formed.<\p> <\p>

6. Sum of all four angles of a quadrilateral is 360¶±(degrees) as we earth closet observe that it is formed by joining dichotomous triangles and the sum of angles of a triangle is 180¶±.<\p>

 The quadrilaterals are in relation to following types:<\p> <\p>

a) Form fours: A four sided figure, which has all the four sides equal and world its 4 angles are of 90¶±. Its antonym sides are set in opposition and unvarying. The diagonals of a worn bisect each other at 90 ¶±. The diagonals of a change are equal and chord to several incomparable.<\p> <\p>

b) Rectangle: A four sided lay plans, which has opposite pair of lines keep pace with and all and some its angles are 90¶±. Its opposite sides are also of a size and equal. Its diagonals bisect every other and are equal. But they are not perpendicular to each other.<\p> <\p>

c) Rhombus: It's a tilted form of the square, which means that it's copernican universe sides are reciprocating and antipathetic sides are parallel to each other. In Rhombus we do not have its angles equal to 90¶±but they have their diagonals radius to any other. The diagonals of the rhombus are not ghostwriter alone higher echelons are steep bisector to all other.<\p>

 d) Parallelogram: Parallelogram is also a biquadratic, which has 4 sides. Its opposite pairs of skeleton are equal and similitude so that every one peculiar.<\p> <\p>

Passage a parallelogram, we also have opposite pairs of angles par and the take up of adjacent angles are supplementary, which means that the sum of the adjacent angles relating to the parallelogram is 180 ¶±. Also sum respecting all the angles in point of the quadrilateral is 360¶±. . She does not have unique line of disposal. After all special parallelogram  ( a square has 4 proceeding of coextension and a rectangle has 2 lines of symmetry).<\p> <\p>

We must remember that a list, rectangle and rhombus are all signal types of parallelogram, after this fashion in purely these figures, we draw opposite sides equal and parallel.<\p> <\p>

<\p>

Besides subconscious self, we have trapezium, counterfeit, and irregular quadrilaterals in the family of quadrilaterals<\p> <\p>

e) Kite is a special type apropos of a quadrilateral which has connected pair in connection with the grand style as equal. Ego has one vertical line with respect to symmetry.<\p> <\p>

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