
In the given figure name the four diagonal of the cuboid?
Answer
524.1k+ views
Hint: The given question is to write the diagonals of the cuboids, here we need to know that the diagonal is the hypotenuse length between two sides or surfaces, in cuboids the diagonal would be drawn from the surface “ADHE” to the surfaces “BCGF”.
Complete step-by-step solution:
Here in the given question we need to write the diagonals of the given cuboid, for which we need to understand the surfaces and then the hypotenuse drawn from one surface to the other would be our required diagonal.
Here the surfaces “ADHE” and “BCGF” are considered, and the diagonals would be:
AG
DF
CE
BH
Here the above four sides are the four diagonals of the given cuboid.
Note: In the given question we are asked for four diagonals only, hence we consider two surfaces and then answer the four diagonals, if here eight diagonals were asked then we have to consider the rest two surfaces and then all eight diagonals would be answered. Here we have to know that the cuboids have eight diagonals in total.
Complete step-by-step solution:
Here in the given question we need to write the diagonals of the given cuboid, for which we need to understand the surfaces and then the hypotenuse drawn from one surface to the other would be our required diagonal.
Here the surfaces “ADHE” and “BCGF” are considered, and the diagonals would be:
AG
DF
CE
BH
Here the above four sides are the four diagonals of the given cuboid.
Note: In the given question we are asked for four diagonals only, hence we consider two surfaces and then answer the four diagonals, if here eight diagonals were asked then we have to consider the rest two surfaces and then all eight diagonals would be answered. Here we have to know that the cuboids have eight diagonals in total.
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