Respuesta :

xpluto

Area is calculated by multiplication of dimensions:

length×width= Area

both are lesser than 1, let's say 0.5 and 0.9 as examples.

0.5×0.5=0.25

0.9×0.9=0.81

you see the area is less than one and area can never be negative so first answer is the right answer.

The correct statement is option a. The area is between 0 square units and 1 square units

What is a rectangle?

Any 2-diamensional figure bounded by 4 sides in which opposite sides are equal and parallel and all the 4 angles are right angled.

How to find which statement is true about the area of the rectangle?

  • The area of rectangle can be calculated by the formula                     = Length x breadth( or width)
  • Here the length and width of a rectangle each less than 1 unit long.

Now,   0 unit<length<1 unit

           0 unit<width<1 unit

∴ Area of the rectangle = (length x width)

  • We know that if any quantity whose value lies between 0 and 1 is multiplied to another quantity whose value also lies between 0 and 1 ,then the answer will also lie between 0 and 1.
  • If the values of both the quantities are 1, then the product will be 1

⇒ 0 square units <Area of the rectangle <1 square units

∴ The area  of the rectangle is between 0 square units and 1 square units

The first option matches with the answer.

You will find more details on: https://brainly.com/question/20968176

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