The ratio of the length of a rectangular garden to its width is 8.3. what will be its length if its width is 222 metres?
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Question:
The ratio of the length of a rectangular garden to its width is 8:3. What will be its length if its width is 222 metres?
Answer:
592 m
Step-by-step explanation:
Given that ratio of the length of a rectangular garden to its width is 8:3 and the value of width is 222 m.
Let's say that the length of the rectangular garden is 8x and width os 3x.
We know that the area of rectangle is the product of length and width. But as per given statement, we don't need to find it's area. Width is given 222 m and assumed to be 3x. So, from here we can find the value of x.
→ 3x = 222
→ x = 74
So,
Length of garden = 8x = 8(74) = 592 m
Therefore, the length of the rectangular garden is 592 m.
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