FIND MISSING SIDES OF A KITE WORKSHEET

Find the values of the variables. Then find the lengths of the sides.

Problem 1 :

Solution

Problem 2 :

Problem 3 :

Determine the value of x for which EFGH is a kite.

Solution

Problem 4 :

Find the value of x in the following kite.

Solution

Problem 5 :

Find the perimeter of the kite.

Solution

Problem 6 :

Scientists are researching solar sails, which move spacecraft using radiation pressure from sunlight. What is the area of the solar sail shown? Explain your reasoning.

Problem 7 :

You use 94 inches of plastic to frame the perimeter of a kite. One side of the kite has a length of 18 inches. Find the length of each of the three remaining sides

Solution

Problem 8 :

Given kite ABCD, find AB

Solution

Problem 9 :

Given kite ABCD, find X and Y

Solution

Problem 10 :

Find x given that kite ABCD.

Solution

Problem 11 :

Kite's perimeter = 86 ft, find x and y

Solution

Problem 1 :

The area of this shape is 48 ft². Solve for x.

Solution

Problem 2 :

The area of this shape is 32 in². Solve for x. 

Solution

Problem 3 :

Find the area of the kite given below,

Solution

Problem 4 :

Find TR if QS = 24 ft 

Solution

Problem 5 :

Find VX if WU = 28 in.

Solution

Problem 6 :

Determine whether the points A(4, 5), B(−3, 3), C(−6, −13), and D(6, −2) are the vertices of a kite. Explain your reasoning,

Solution

Problem 7 :

Find the measure indicated.

MY = -2 + 8x and MK = 13x + 5. Find MY

Solution

Problem 8 :

Find m∠ SRT 

Solution

Problem 9 :

Kite's perimeter = 86 ft. Find the values of x and y.

Solution

Find the area of each kite.

Problem 1 :

Solution

Problem 2 :

Solution

Problem 3 :

Solution

Problem 4 :

The area of a kite is 120 cm². The length of one diagonal is 20 cm. what is the length of the other diagonal?

a) 12cm     b) 20 cm       c) 24 cm     d) 48 cm

Solution

Problem 5 :

A kite has vertices at the points (2, 0) (3, 2) (4, 0) and (3, -3). Find the perimeter and area of the kite.

Solution

Problem 6 :

The area of a kite is 324 square inches. One diagonal is twice as long as the other diagonal. Find the length of each diagonal.

Solution

Problem 7 :

The vertices of the quadrilateral are A(2, 8), B (7, 9), C(11, 2) and D(3, 3). Show that ABCD is a kite and find the area of the kite.

Solution

Problem 8 :

You and a friend are building a kite. You need a stick to place from X to W and a stick to place from W to Z to finish constructing the frame. You want the kite to have the geometric shape of a kite. How long does each stick need to be? Explain your reasoning

Solution

Problem 1 : 

In the kite WXYZ shown below, find the length of each side. 

Solution

Problem 2 : 

Find m∠G and m∠J in the diagram shown below. 

Solution

Problem 3 :

ABCD is a kite. Find ∠A, ∠C and ∠D.

Solution

Problem 4 :

Find the value of the missing variable(s). Figure is a kite

Solution

Problem 5 :

In kite PQRS, SQ is perpendicular to PR and PO = OR. IF PQ = 5x - 10 and QR = 4x + 5. Find x, PO and QR.

Solution

Problem 6 :

In kite ABCD, DB is perpendicular to AC, if AC = 10 and BD = 7. Find the area of the kite ABCD.

Solution

Problem 7 :

Solve for x.

Solution

Problem 8 :

Find the perimeter of the kite.

Solution

Problem 9 :

Find the value of x.

Solution