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The area of a rectangular field is given as 300 square metres.

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The area of a rectangular field is given as $300$ square metres. It is also given that the breadth of the field is $3$ metres more than its length. Can this information be expressed mathematically as a Quadratic Equation. If yes, what would be the resulting Quadratic Equation?

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The area of a rectangular field is given as

300

square metres. It is also given that the breadth of the field is

3

metres more than its length. Can this information be expressed mathematically as a Quadratic Equation. If yes, what would be the resulting Quadratic Equation?

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Text solutionVerified

Let length be

l

breadth be

(l + 3)

l (l + 3) = 300 l^{2} + 3 l - 300 = 0

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Question Text	The area of a rectangular field is given as $300$ square metres. It is also given that the breadth of the field is $3$ metres more than its length. Can this information be expressed mathematically as a Quadratic Equation. If yes, what would be the resulting Quadratic Equation?
Answer Type	Text solution:1
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The area of a rectangular field is given as 300 square metres. It is also given that the breadth of the field is 3 metres more than its length. Can this information be expressed mathematically as a Quadratic Equation. If yes, what would be the resulting Quadratic Equation?

Text solutionVerified

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The area of a rectangular field is given as $300$ square metres. It is also given that the breadth of the field is $3$ metres more than its length. Can this information be expressed mathematically as a Quadratic Equation. If yes, what would be the resulting Quadratic Equation?