Question

Please explain

I will give brailest answer​

Answer 1

Answer: Yes they are similar in area, but not in shape

Step-by-step explanation: calculating the area of the two quadrilaterals,

area of quadrilateral 1(or rectangle 1) = length × breadth (length = 9, breadth = 4)

area = 9×4 = 36 unit² (I have taken unit² as a placeholder as I have not understood what unit is given in the figure)

area of quadrilateral 2 (or rectangle 2) = length × breadth (length = 6, breadth = 6. Since both length and breadth are the same, it is a square)

area of square = side²

6² = 36 unit²

Now, area of quadrilateral 1 = 36 unit² and area of quadrilateral 2 = 36 unit², they are equal in area but since quadrilateral 2 is a square, they are not equal in shape

Hope this helps!