Let's do this question, the diagonals of a dash intersect at right angles.
All right, so and we are dealing with quadrilaterals, OK, so we are dealing about foresighted figures
where this is true.
Now, the correct answer over here can be a quite a rhombus or a square.
We have seen already a square and a kite, but the diagonals intersect at right angles.
Soon we will see that this is also true in the case of Rhombus.
All right, let's do the next question.
A playground in the town is in the form of a kite.
The perimeter is one zero six meters.
If one of its sites is twenty three meters, then what is the length of the other three sites?
It's a very basic question, but it'll help you solidify your fundamentals about a kite, but also the
radio.
Give it a try and then let's do it together.
All right.
So this is a kite over here.
These two sides are equal and these two sides are equal.
Right?
Therefore, the perimeter of the kite is two times explores why that's given us one hundred and six,
therefore explains why it has to be equal to fifty three.
And one side is giving us twenty three.
Let's take excess to any three meter.
Therefore, why he has to be fifty three minus 20, which is 20 30 meters in length.
All right.
So the other three sites, which is what we need to find are twenty three meters, 30 meters and 30
meters.