Let's do this question, BQ, ours is a rectangle to you is constructed such that B.S. is equal to Sue.
So if P as is equal to X, Sue also is equal to X.
All right.
The area of Triangle B or S is equal to eight centimetres square and you are equal to four sue.
So you are will be or if Sue is equal to find the area of Beke you are is already was the.
We will give it a try and then let's do it together.
All right, we are back.
I hope you have given it a try.
Let's do it together now.
What is all given in the question?
It's mentioned that B.S. is equal to you right now.
It's also given that BQ of is a rectangle right on these angles will be 90 degree angles.
Therefore, we can conclude that we, as you tease, is a square.
Right.
So B as it is a square and it's given that B or C is of area eight centimeter square.
Right.
Therefore, what can you say about the area of the square?
To us it will be four times the area of the triangle.
That is four in the eight.
That gives you the area of between us as 32 centimetres square.
Now it's given that you are as equal to four as you.
So if I dig assumes USX, I can draw four lines like this such that each of these distances are equal
to X, right.
All right.
Now, remember, the given diagrams may not be always drawn to proportion.
So to the eye, it might seem that this and this and this is not equal.
But we have to go with the information given in the question.
All right.
Now, if this is X and B is the height, we have know that this it is 32 right now.
Similarly, if this is X, this height also is equal to X, right.
Because this is also equal to X.
Therefore, this area is also equal to 32.
Right.
Similarly, this area, this area and this area is also equal to thirty two.
Right.
Therefore the answer to the question that is the area of P q r s will be one, two, three, four,
five.
That's five times thirty two, which gives you the answer as 160 centimetre square.