Question

find the answer please

Answer 1

Let The original length be x and breadth be y

=> Area = Length × Breadth

=> Area = xy

Now length is tripled and breadth is doubled

=> Length = 3x
Breadth = 2y

=> Area = Length × Breadth

=> Area = 3x × 2y

=> Area = 6xy

Original area was xy
New area is 6xy

=>Answer :- Area became six time of the original

Answer 2

$\huge\mathcal{HELLO!}$

$\huge\mathfrak{Answer}$--

According to the question , we need to find the change in area of the rectangle .

Let , Length of the rectangle be = l
Breadth of the rectangle be = b

Since , Area of a rectangle

= length × breadth

= l × b

When , Length is tripled , it's value = 3l
Breadth is doubled , it's value = 2b

Therefore , the area would be

= 3l × 2b

= 6lb

So , the ratio of previous area and new area

= lb : 6lb

= 1 : 6

Therefore , when the length is tripled and breadth is doubled , the area gets $\bold{six(6)}$ times .

$\huge\mathcal{BE\:BRAINLY}$