“A rhombus can be constructed even without knowing the measurements
if five parts of a quadrilateral.” Is this statement true or false? Justify your
answer.
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Answer:
false
a shape can't be made with out knowing the measurements
this que is of which class?
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Rhombus can be constructed without knowing measurements of any of it's sides and angles.
- Rhombus is a quadrilateral whose all sides are equal, diagonals bisect each other perpendicularly.
- Which means, Rhombus can be constructed if measurements of it's two diagonal is given.
- It can be constructed by making one diagonal of given length & afterwards draw perpendicular bisector on it . Cut the perpendicular bisector from the point of intersection by length half of the length of the second diagonal . Hence, you will obtain four vertex, Join them. Rhombus is constructed.
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