Half the perimeter of a rectangular garden , whose length is 4m more than its width, is 36m . Find the dimensions of the garden
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We know that perimeter is length x breadth
Let length = L and breadth = b
So
Perimeter/2=2(L+b)/2
Rest you can refer from the picture
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Let length = L and breadth = b
So
Perimeter/2=2(L+b)/2
Rest you can refer from the picture
Hope you like the answer
If you like my answer Please mark me the brainliest
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Answer:
hey mate here is your answer.....
Step-by-step explanation:
▶️ Let the length of rectangle = x m
Width of rectangle = y m
☑️ According to the question, x - y = 4 ( eq.1)
- So x = 4 + y
- y + x = 36 ( eq.2)
➡️ Substituting the value of x in eq.2 we get
- y + ( 4 + y ) = 36
- 2y = 36 - 4
- y = 16
☑️ Therefore the length and width of given garden is 20m and 16 m respectively.
Hope it helps!☺️
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