Question

Nisha has rectangular plot of land that has been fenced with 300M long wires. Find the dimensions of the plot if its length is twice the breath ​

Answer 1

Answer:

breadth will be : x. length be 2x.

breadth will be : x. length be 2x.2(l+b)

breadth will be : x. length be 2x.2(l+b)2(x+2x)

breadth will be : x. length be 2x.2(l+b)2(x+2x)2 × 3x

breadth will be : x. length be 2x.2(l+b)2(x+2x)2 × 3x6x=300

breadth will be : x. length be 2x.2(l+b)2(x+2x)2 × 3x6x=300x=300/6

breadth will be : x. length be 2x.2(l+b)2(x+2x)2 × 3x6x=300x=300/6x=50

breadth will be : x. length be 2x.2(l+b)2(x+2x)2 × 3x6x=300x=300/6x=50rectangular plot is 50m.and length is 100m

Step-by-step explanation:

hope this may help u...

Answer 2

According to Question,

$\sf{Breadth = X} \:$

$\sf{Length = 2x} \:$

Solution :-

$\sf{⟹2(l+b)} \:$

$\sf{⟹2(x+2x)} \:$

$\sf{⟹2 × 3x} \:$

$\sf{⟹6x=300} \:$

$\sf{⟹x= \frac{300}{6} } \:$

$\sf{⟹x=50}$

The breadth of rectangular plot is 50m.

And the length will be = 2x

= 2 × 50

= 100m.