A rectangular box has a height $h c m$ . Its length is $5 t i m e s$ its height and its breadth is $10 c m$ less than its length. Express the length and breadth in terms of the height.

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Solution

As it is given that length is 5 times the height,
So $length (l) = 5 h$
Also, breadth is $10 c m$ less than its length.
$i . e b = l - 10$
So, Breadth is $b = 5 h - 10$

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Question 1(c)

Answer the following:
A rectangular box has height h cm. Its length is 5 times the height and breadth is 10 cm less than the length. Express the length and the breadth of the box in terms of the height.

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A rectangular box has a height hcm. Its length is5times its height and its breadth is 10cm less than its length. Express the length and breadth in terms of the height.

As it is given that length is 5 times the height, Solength(l)=5hAlso, breadth is 10cm less than its length.i.eb=l−10So, Breadth is b=5h−10

A rectangular box has a height $h c m$ . Its length is $5 t i m e s$ its height and its breadth is $10 c m$ less than its length. Express the length and breadth in terms of the height.

As it is given that length is 5 times the height,
So $length (l) = 5 h$
Also, breadth is $10 c m$ less than its length.
$i . e b = l - 10$
So, Breadth is $b = 5 h - 10$