The length breadth and height of the room are 8 metre 50 cm 6 cm 25 cm and 425 cm respectively find the length of the longest rod that can measure the dimension of the room exactly
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Length = 8m50cm = 530cm
Breadth = 6m25cm = 385cm
Height = 425cm
Length of the longest diagonal that can be fit the room = √530²+385²+425²
=√280900 +148225 +180625
=√609750
=780.864 cm (nearly)
=7.80864 m (nearly) which is the answer
Breadth = 6m25cm = 385cm
Height = 425cm
Length of the longest diagonal that can be fit the room = √530²+385²+425²
=√280900 +148225 +180625
=√609750
=780.864 cm (nearly)
=7.80864 m (nearly) which is the answer
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