Question

The area of a rectangular field is 3696 m square. If the length of the field is 66 m, what is its width?

Answer 1

Answer:

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Step-by-step explanation:

Area of rectangular field= 3696m²

Length of field=66m

Let width of field be x

According to question

X×66=3696 ( as area of rectangle is l×b)

X=3696/66

X=56m

So width of field = 56m

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Answer 2

Area of a rectangle = $lenght*breadth$

Area of a rectangular field = 3696 m²

Length of the field = 66 m

Breadth = $\frac{Area}{Length}$

Breadth = $\frac{3696}{66}$

Breadth = 56 m

Verification if breadth/width is equal to 56m.

Area of a rectangle = $length*breadth$

Length = 66 m

Breadth = 56 m

Area = $66*56$

Area = 3696 m²

∴ The breadth/width of the rectangular field is 66 m.

Additional Information :)

Perimeter of a rectangle ⇒ $2*(length+breadth)$

For example ⇒

Length = 3 cm

Breadth = 5 cm

Perimeter = $2*(3+5)$

Perimeter = $2*8$

Perimeter = $16$

∴ The perimeter of a rectangle is 16cm where the length is 3 cm and the breadth is 5 cm

Area of a rectangle ⇒ $length*breadth$

For example ⇒

Length = 3 cm

Breadth = 5 cm

Area = $3*5$

Area = 15 cm²

∴ The area of a rectangle is 15 cm² where the length is 3 cm and the breadth is 5 cm.