Question 1

Find the area of a kite with diagonals 15 cm and 20 cm.

Accepted Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Question 2

A kite has diagonals measuring 10 cm and 24 cm. What is its area?

Accepted Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Question 3

True or False: The diagonals of a kite always bisect each other.

Accepted Answer

False

Answer

They are equal in length

Answer

They are perpendicular

Answer

True

Question 4

True or False: A kite can be classified as a type of quadrilateral.

Accepted Answer

True

Answer

False

Answer

It can only exist in three dimensions

Answer

It is a type of triangle

Question 5

One diagonal of a kite measures 18 cm, and its area is 108 cm². Find the other diagonal.

Accepted Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Question 6

The diagonals of a kite are in the ratio 3:4. If the area of the kite is 96 cm², find the length of the longer diagonal.

Accepted Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Question 7

A kite has an area of 150 cm², and one of its diagonals measures 15 cm. Find the length of the other diagonal.

Accepted Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Question 8

A kite has two pairs of equal sides with lengths 5 cm and 9 cm. What is the perimeter of the kite?

Accepted Answer

28 cm

Answer

26 cm

Answer

18 cm

Answer

20 cm

Question 9

If one diagonal of a kite increases by 50%, what happens to its area?

Accepted Answer

The area increases by 50%

Answer

The area increases by 25%

Answer

The area remains the same

Answer

The area decreases by 25%

Question 10

A kite has diagonals measuring

16 	ext{ cm}

and

x 	ext{ cm}

. If the area of the kite is

128 	ext{ cm}^2

, find the value of

x

.

Accepted Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

Answer

150 \, 	ext{cm}^2

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