Sum of my Length and Breadth is 36. I am a rectangle. My Le

1.	Sum of my Length and Breadth is 36. I am a rectangle. My Length is x units and breadth is y units The difference between my length and breadth is 6 units.
Answer» ong>Answer: Length and breadth of the rectangle are 21 units and 15 units respectively. Step-by-step explanation: Given that: A rectangle having, Length = x units Breadth = y units Sum of length and breadth = 36 units i.e., x + y = 36 _____(i) DIFFERENCE between length and breadth = 6 units i.e., x - y = 6 _____(II) To Find: Length and breadth of the rectangle. FINDING the length and breadth: ADDING eqⁿ(i) and eqⁿ(ii). ⟶ (x + y) + (x - y) = 36 + 6 ⟶ x + y + x - y = 42 Cancelling y. ⟶ 2x = 42 ⟶ x = 42/2 ⟶ x = 21 ∴ Length of the rectangle = 21 units In EQUATION (ii). ⟶ x - y = 6 Putting the value of x. ⟶ 21 - y = 6 ⟶ y = 21 - 6 ⟶ y = 15 ∴ Breadth of the rectangle = 15 units

Sum of my Length and Breadth is 36. I am a rectangle. My Length is x units and breadth is y units The difference between my length and breadth is 6 units.

Answer»

ong>Answer:

Length and breadth of the rectangle are 21 units and 15 units respectively.

Step-by-step explanation:

Given that:

A rectangle having,

Length = x units
Breadth = y units

Sum of length and breadth = 36 units

i.e., x + y = 36 _____(i)

DIFFERENCE between length and breadth = 6 units

i.e., x - y = 6 _____(II)

To Find:

Length and breadth of the rectangle.

FINDING the length and breadth:

ADDING eqⁿ(i) and eqⁿ(ii).

⟶ (x + y) + (x - y) = 36 + 6

⟶ x + y + x - y = 42

Cancelling y.

⟶ 2x = 42

⟶ x = 42/2

⟶ x = 21

∴ Length of the rectangle = 21 units

In EQUATION (ii).

⟶ x - y = 6

Putting the value of x.

⟶ 21 - y = 6

⟶ y = 21 - 6

⟶ y = 15

∴ Breadth of the rectangle = 15 units

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Sum of my Length and ﻿ Breadth is 36﻿. I am a rectangle. My ﻿ Length is x units and ﻿ breadth is y units﻿ The difference ﻿ between my length ﻿ and breadth is 6 ﻿ units.​

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Sum of my Length and Breadth is 36. I am a rectangle. My Length is x units and breadth is y units The difference between my length and breadth is 6 units.