Rhombus and Kite Area

What are the lengths of the 2 diagonals?

(remember it is only showing you part of the diagonal)

part1 + part2 = diagonal

• 22 and 24 m

• 5.5 and 6 m

• 44 and 48 m

• 14 and 12 m

What is the area of the rhombus? Use the diagonals from above.    $\frac{d1\cdot d2}{2}\$  

• 264 m²

• 448 m²

• 121 m²

• 255 m²

Tags

CCSS.HSG.CO.C.11

What is the area of the kite? Remember to find the diagonals first.  $\frac{d1\cdot d2}{2}$  

• 105 cm²

• 52.5 cm²

• 210 cm²

• 102 cm²

Tags

CCSS.HSG.GMD.A.1

What is the area of the kite? Remember to find the diagonals first.   $\frac{d1\cdot d2}{2}$  

• 17 in

• 136 in²

• 272 in²

• 144 in²

find the area in cm if each side is 5.2 cm. 
(instead of 6m use 600 cm)  $\frac{d1\cdot d2}{2}$  

• 25.2

• 50.4

• 2520

• 5040

Find the area. Remember to find the diagonals first.  $\frac{d1\cdot d2}{2}$  

• 19.5 m2

• 78 m²

• 39 m²

• 27 m²

Find the area.   d1= 8.5    d2= 10.2

  $\frac{d1\cdot d2}{2}$  

• 43.86

• 43.87

• 43.88

• 43.89

What are the diagonals of this? 

(Remember you might have to add)

• 336 in ²

• 26 in ²

• 108 in²

• 672 in ²

What is the area of this kite?

(Use the diagonals from above) $\frac{d1\cdot d2}{2}$

• 28 in, 24 in

• 28 in

• 52 in

What is the area of this rhombus?
d1 = 12     d2= 4            $\frac{d1\cdot d2}{2}$  

• 48 cm²

• 24 cm²

• 16 cm²

• 32cm²