• 24 cm² 
• 18 cm²
• 12 cm² 
• 12 cm² 

• 1 : 2
• 1 : 4
• 1:1 
• 1:1 

• 17 cm²   
• 68 cm²
• 34 cm² 
• 34 cm² 

• 800 
• 400
• 200 
• 200 

 If the area of ΔABC is 800 cm², AD is a median, E is the mid-point of AD, F is the midpoint of AB, then the area of ΔAEF (in cm²) is:

• 400 
• 300

• 200   

• 200   

• a rhombus 
• a parallelogram
• a kite
• a kite

•  25 cm²   
• 12.5 cm
• 12.5 cm²
• 12.5 cm²

In the given figure, if ABCD is a parallelogram, CF ≅ AD and AE ≅ DC. If AB = 16 cm, AE = 4 cm and CF = 10 cm, the length of BC is :

• 5.8 cm 
• 6.4 cm
• 7.5 cm
• 7.5 cm

• 30 cm²
• 7.5 cm²
• 15 cm²
• 15 cm²

Two parallelograms are on equal bases and between the same parallels. The ratio of their areas is:

• 1 : 2

• 1 : 1

• 2 : l 

• 2 : l