Question

the breadth of a rectangular garden is 2/3 m of its length. If it's perimeter is 40m, find it's dimensions.

pls hlp...with process...urgent​

Answer 1

Answer:

Given data :- The Breadth of are rectangular garden is (2/3) of the length value. And the perimeter is 40 cm.

Find out :- The dimensions of the rectangular gardens =?

“Let suppose that the length of the Rectangular garden = x cm and then the value of the breadth B = (2/3)x cm.”

And we know that Perimeter P = 2(L+W)

2[x + (2/3)x]=40

(5/3)x = 20

x = (3×4)= 12 cm

So, the required value of the length x = 12 cm.

And the required value of the breadth B = (2/3)x= 8 cm answer

HOPE IT WILL HELP U ☺✌

Answer 2

Answer: take it you are speaking of a quadrilateral: a simple closed figure with 4 straight sides.

Two of the sides are of length “L”, and two are (2/3)L. Add them all up (2*L plus 2* (2/3)L) and the value is equal to the given 40.

Solve for L by dividing both sides of the simplified equation by the coefficient of L (that is, the number in front of the L, which should be 3 and 1/3).

Do you remember how to divide by a fraction?

Oh, and now when you’ve found L you will need to find the other two side: 2/3 of L.

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Step-by-step explanation: