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Let's do this question, the diagonals of a dash intersect at right angles.

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All right, so and we are dealing with quadrilaterals, OK, so we are dealing about foresighted figures

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where this is true.

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Now, the correct answer over here can be a quite a rhombus or a square.

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We have seen already a square and a kite, but the diagonals intersect at right angles.

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Soon we will see that this is also true in the case of Rhombus.

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All right, let's do the next question.

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A playground in the town is in the form of a kite.

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The perimeter is one zero six meters.

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If one of its sites is twenty three meters, then what is the length of the other three sites?

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It's a very basic question, but it'll help you solidify your fundamentals about a kite, but also the

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radio.

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Give it a try and then let's do it together.

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All right.

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So this is a kite over here.

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These two sides are equal and these two sides are equal.

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Right?

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Therefore, the perimeter of the kite is two times explores why that's given us one hundred and six,

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therefore explains why it has to be equal to fifty three.

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And one side is giving us twenty three.

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Let's take excess to any three meter.

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Therefore, why he has to be fifty three minus 20, which is 20 30 meters in length.

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All right.

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So the other three sites, which is what we need to find are twenty three meters, 30 meters and 30

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meters.