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22. The area of a rectangle is represented by 36xy. One side is represented by 6xy. What is
the length of the other side? What does this indicate about the type of rectangle represented?

Respuesta :

MasterYaduvanshi

Answer:

  • The required length of other side will be 6 unit.

Step-by-step explanation:

We have been given that area of a rectangle is represented by 36xy. One side is represented by 6xy.

  • Area of rectangle = 36xy
  • One side of rectangle = 6xy

Here, We have to find the value of other side of rectangle.

We know that area of rectangle is equal to length multiply Breadth. Let's assume the given side be length and we have to find the breadth of rectangle.

Area of rectangle = Length * Breadth

  • Substitute the obtained values:

Area of rectangle = Length * Breadth

36xy = 6xy * Breadth

Breadth = 36xy/6xy

Breadth = 6

  • Hence, The breadth of the rectangle is 6 unit.

Therefore ,the required length of other side will be 6 unit.

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