the daigonals of rhombus are are 12cm and 16cm. find the length of each side of the rhombus.
Answers
Answered by
4
HEYA,
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Using phytagoras u can find the sides ,
for example :-
(side )² = (diagonal 1)² +( diagonal 2 )²
(side )² = 6² + 8²
(side )² = 36 + 64
(side )² = 100
side = √100
side = 10 cm.
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DONT FORGET TO GIVE BRAINLIEST
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Using phytagoras u can find the sides ,
for example :-
(side )² = (diagonal 1)² +( diagonal 2 )²
(side )² = 6² + 8²
(side )² = 36 + 64
(side )² = 100
side = √100
side = 10 cm.
-----------------------------------------------------------------------------------------------------
DONT FORGET TO GIVE BRAINLIEST
Answered by
49
Question:-
The lengths of the diagonals of a rhombus are 16cm and 12cm. then find the length of the side of rhombus
Solution:-
we know that diagonal of rhombus,bisect each other in right angle ( 90° ).
we also know that all sides of rhombus are equal ( of equal length ).
so, now
Let rhombus is ABCD
Let, diagonal of rhombus
BD = 16 cm and AC = 12 cm
means,
OD = 8 cm and AO = 6 cm
By pythagorus theorem
To find length of AD ( and all side of rhombus )
=> (AD)² = (OD)² + (AO)²
=> (AD)² = (8)² + (6)²
=> (AD)² = 64 + 36
=> (AD)² = 100
=> AD = √100
=> AD = 10 cm
Hence length of all side of rhombus
is 10 cm.
i hope it helps you.
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