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Diagonals of a Square Bisect Each-Other at Right Angles and Are Equal

pick out the ...

Question

pick out the quadrilaterals from the following whose diagonals bisect all its angles :-
rectangle,square,rhombus,a general parallelogram.

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Solution

$Square and rhombus are the only quadrilaterals .$

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Similar questions

State whether true or false:

Name of some of the quadrilaterals whose diagonals bisect each other is parallelogram, rhombus, square, and rectangle.

In which of the following quadrilaterals, diagonals bisect each other?

i) Parallelogram

ii) Rhombus

iii) Rectangle

iv) Square

v) Kite

Q. Which of the quadrilaterals mentioned in brackets have the following properties?

(1) Diagonals are congruent. (square, rectangle, rhombus)
(2) The longer diagonal is the perpendicular bisector of the shorter and the shorter of the longer. (trapezium, kite, rhombus)
(3) All sides and angles are congruent. (rhombus, square, rectangle)
(4) Opposite angles are congruent. (kite, parallelogram, rectangle)
(5) Opposite sides are congruent. (trapezium, rectangle, parallelogram)
(6) Diagonals bisect each other at right angles. (square, rectangle, rhombus)
(7) Diagonals bisect each another. (rectangle, parallelogram, kite)
(8) One pair of opposite sides is parallel. (kite rhombus trapezium)

Q. Tick (✓) the correct answer:
The diagonals do not necessarily bisect the interior angles at the vertices in a
(a) rectangle
(b) square
(c) rhombus
(d) all of these

Q. Question 18
A quadrilateral whose opposite sides and all the angles are equal is a
a) Rectangle
b) Parallelogram
c) Square
d) Rhombus

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Diagonals of a Square Bisect Each-Other at Right Angles and Are Equal

Standard IX Mathematics

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