State the following statement is True or False
The length of a rectangle ( $x$ ) exceeds its breadth by $3$ cm. The area of a rectangle is $70$ sq.cm, then the equation is $x (x - 3) = 70$ .

True

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False

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Solution

The correct option is A True
Let the length of the rectangle be $x$
Then breadth is $(x - 3)$ .

Area of the rectangle given is $70$ sq.cm
$∴$ area of rectangle $= l \times b = 70$
$∴ x (x - 3) = 70$

The given statement is true.

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State the following statement is True or FalseThe length of a rectangle (x) exceeds its breadth by 3 cm. The area of a rectangle is 70 sq.cm, then the equation is x(x−3)=70.

The correct option is A TrueLet the length of the rectangle be x Then breadth is (x−3). Area of the rectangle given is 70sq.cm∴ area of rectangle =l×b=70∴x(x−3)=70The given statement is true.

State the following statement is True or False
The length of a rectangle ( $x$ ) exceeds its breadth by $3$ cm. The area of a rectangle is $70$ sq.cm, then the equation is $x (x - 3) = 70$ .

The correct option is A True
Let the length of the rectangle be $x$
Then breadth is $(x - 3)$ .

Area of the rectangle given is $70$ sq.cm
$∴$ area of rectangle $= l \times b = 70$
$∴ x (x - 3) = 70$

The given statement is true.