Question

Consider kite ABCD with overline{AB} = overline{AD} and overline{BC} = overline{DC}. For kite ABCD, $AB = frac{x}{6} + 4$, $AD = frac{x}{3} + 2$, and $BC = x - 2$. Find x. x = Determine the length of each side of the kite. AB = AD = BC = DC = Find the perimeter of ABCD.

          Consider kite ABCD with overline{AB} = overline{AD} and overline{BC} = overline{DC}.

For kite ABCD, $AB = frac{x}{6} + 4$, $AD = frac{x}{3} + 2$, and $BC = x - 2$.

Find x.
x = 

Determine the length of each side of the kite.
AB = 
AD = 
BC = 
DC = 

Find the perimeter of ABCD.

$Consider kite ABCD with overlineAB = overlineAD and overlineBC = overlineDC. For kite ABCD, AB = fracx6 + 4, AD = fracx3 + 2, and BC = x - 2. Find x. x = Determine the length of each side of the kite. AB = AD = BC = DC = Find the perimeter of ABCD.$

Added by Aurora A.

Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

Instant Answer

Solved by Expert Shubham Kanungo

12/29/2021

Step 1

So, AB = AD and BC = DC. Given that AB + 4 = AD + 2, we can simplify this to AB = AD = 2. Also, we are given that BC = x - 2 - 6. Simplifying this, we get BC = DC = x - 8. Show more…

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Consider kite ABCD with AB = AD and BC = DC: For kite ABCD, AB = x/6 + 4, AD = x/3 + 2, and BC = x - 2. Find x. x = Determine the length of each side of the kite. AB = AD = BC = DC = Find the perimeter of ABCD.