What is the area of the black portion in the square of side 16 cm? 
A tetrahedral puzzle is made of smaller tetrahedrons. One face of the larger tetrahedron is shown divided into smaller ones. Assuming all faces are the same, how many small tetrahedrons are there on the faces of the larger tetrahedron?
A solid object made of cubes is shown. It is symmetric about all three axes, and has no cavities. How many cubes does the solid contain? 
A solid is drilled using a cylindrical drill in the given direction. How many surfaces will the solid have after the drilling is complete? 
The figure shows a hinged structure made up of 12 sticks. The distance BQ is $150\sqrt{6}$ units when $\angle ABR = 90^\circ$. What will the distance BQ be when $\angle ABR = 60^\circ$? 
What is the area of the black portion in the square of side 16 cm?
A tetrahedral puzzle is made of smaller tetrahedrons. One face of the larger tetrahedron is shown divided into smaller ones. Assuming all faces are the same, how many small tetrahedrons are there on the faces of the larger tetrahedron?
A solid object made of cubes is shown. It is symmetric about all three axes, and has no cavities. How many cubes does the solid contain? 
A solid is drilled using a cylindrical drill in the given direction. How many surfaces will the solid have after the drilling is complete? 
The figure shows a hinged structure made up of 12 sticks. The distance BQ is $150\sqrt{6}$ units when $\angle ABR = 90^\circ$. What will the distance BQ be when $\angle ABR = 60^\circ$? 
What is the area of the black portion in the square of side 16 cm?




