prove that a rhombus with one angle 90 is a squre
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Answered by
132
as we know that opposite angles of the rhombus are equal therefore 2 angles are 90...( i.e. the given one and opposite to it)
let the other 2 angles be x
now
x+x+90+90=360
2x=180
x=90
therefore the required angles of the rhombus are 90,90,90,90 and we know that all the sides of the rhombus are equal...hence it is a square..
let the other 2 angles be x
now
x+x+90+90=360
2x=180
x=90
therefore the required angles of the rhombus are 90,90,90,90 and we know that all the sides of the rhombus are equal...hence it is a square..
Anonymous:
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Answered by
11
Answer:
as we know that opposite angles of the rhombus are equal therefore 2 angles are 90...( i.e. the given one and opposite to it)
let the other 2 angles be x
now
x+x+90+90=360
2x=180
x=90
therefore the required angles of the rhombus are 90,90,90,90 and we know that all the sides of the rhombus are equal...hence it is a square..
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