What is the length of the longest rod which can be placed in a box of 80 cm length, 40 cm breadth and 60 cm height?
Answers
Answered by
1
Step-by-step explanation:
✪ Dimension of the box:
◉ Length, l = 80 cm
◉ Breadth, b = 40 cm
◉ Height, h = 60 cm
Longest rod which can be placed in the given box is of length of the diagonal of the box,
Diagonal = √(l² + b² + h²)
☛ √(80² + 40² + 60²)
☛ √(6400 + 1600 + 3600)
☛ √11600
☛ ≈ 107.70
Hence, About 107.70 cm is the length of the longest rod which can be placed inside the box.
Answered by
1
Answer:
length of the longest rod which can be placed in a box of 80 cm length, 40 cm breadth and 60 cm height is given by
l =
80
2
+40
2
+60
2
=
11600
=107.7cm
answer is 107.7cm
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