If the area of a rhombus be 24 cm square and one of its diagonal be 4 cm. Find the other diagonal.
Answers
Answered by
4
area of a rhombus=24 cm sq.
d1=4
then
d1×d2/2=24
4×d2/2=24
4×d2=24×2=48
d2=48/4=12 cm
d1=4
then
d1×d2/2=24
4×d2/2=24
4×d2=24×2=48
d2=48/4=12 cm
Answered by
8
Solutions :-
Given :
Area of Rhombus = 24 cm²
One of its diagonal = 4 cm
Let the other diagonal be x
We know that,
Area of Rhombus = ½ × diagonal1 × diagonal2
A/q
=> 24 = ½ × 4 × x
=> 24 = 0.5 × 4 × x
=> 24 = 2x
=> 24/2 = x = 12
Hence,
The other diagonal of Rhombus = 12 cm
Given :
Area of Rhombus = 24 cm²
One of its diagonal = 4 cm
Let the other diagonal be x
We know that,
Area of Rhombus = ½ × diagonal1 × diagonal2
A/q
=> 24 = ½ × 4 × x
=> 24 = 0.5 × 4 × x
=> 24 = 2x
=> 24/2 = x = 12
Hence,
The other diagonal of Rhombus = 12 cm
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