# A rectangle box has height h cm. Its length is 5 times its height and breadth is 10 cm less than its length. Express the length. Express the length and breadth in terms of the height.

Last updated date: 28th Mar 2023

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Answer

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Hint: Let the height equal to some variable. Then, follow the question.

Complete step-by-step answer:

Let the height is $h$.

It’s given to us that; length is 5 times the height.

So, the length, $l = 5h$

Also, breadth is 10 cm less than length.

So, breadth $b = l - 10$

Now, $l = 5h$

$\Rightarrow$ $b=5h - 10$

Hence the required answer is $l = 5h$ and $b = 5h - 10$.

Note: In such times of questions, it’s always recommended to let something in at the beginning of the solution and then follow the question word by word.

Complete step-by-step answer:

Let the height is $h$.

It’s given to us that; length is 5 times the height.

So, the length, $l = 5h$

Also, breadth is 10 cm less than length.

So, breadth $b = l - 10$

Now, $l = 5h$

$\Rightarrow$ $b=5h - 10$

Hence the required answer is $l = 5h$ and $b = 5h - 10$.

Note: In such times of questions, it’s always recommended to let something in at the beginning of the solution and then follow the question word by word.

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