If the length of the base of both triangles measures 80 inches, what is the length of the kite’s shorter diagonal? 30 inches 39 inches 10 StartRoot 39 EndRoot inches 10 StartRoot 11 EndRoot inches.

Respuesta :

The length of kite’s shorter diagonal is 39 inches.

What is a Kite

A kite is a quadrilateral (has four sides and four angles) in which adjacent sides are congruent and the diagonal bisect at 90 degrees.

Each leg of the upper triangle measures 41 inches and each leg of the lower one measures 50 inches. Hence half the length of the base = 80/2 = 40. The base = diagonal = 80 inches

Using Pythagoras:

41² = d₁² + 40²

d₁ = 9 inches

Also:

50² = d₂² + 40²

d₂ = 30 inches

Length of diagonal = 9 + 30 = 39 inches

The length of kite’s shorter diagonal is 39 inches.

Find out more on Kite at: https://brainly.com/question/25776644

Answer:

they are correct ^

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