Question

If the length of one of the diagonal is 25 cm and area of rhombus is 625 sqcm,then find the length of another diagonals.​

Answer 1

Answer:

½×d1×d2= ½× 25 × D2 = 625

D2 = 12.5

hope it helps you

Answer 2

Given :-

• Length of First Diagonal = 25cm
• Area of Rhombus = 625cm²

To Find :-

• Length of the Second Diagonal

Solution :-

⇢ Area = ½ × Product of its Diagonals

⇢ 625 = ½ × 25 × Diagonal

⇢ 625 × 2 = 25 × Diagonal

⇢ 1250 = 25 × Diagonal

⇢ 1250 ÷ 25 = Diagonal

⇢ 50cm = Diagonal

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Verification :-

⇢ Area = ½ × Product of its Diagonals

⇢ 625 = ½ × ( 25 × 50 )

⇢ 625 = ½ × 1250

⇢ 625 = 625

Hence, Verified

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Therefore, The length of the second Diagonal is 50cm.

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