WorksheetsNames and Nets of 3-D shapes (** basic to higher order)
Total questions: 18
Worksheet time: 18mins
What 3-D shape do you get when you stack multiple cubes on top of each other?
(a)
True of false? All 4 of the rectangular faces in this cuboid MUST be congruent for it to be the net of a cuboid.
true
false
True or false? A cuboid CAN NOT have a pair of faces that are square.
true
false
Tick the correct statement.
If you add one more pentagon to this net, it MAY OR MAY NOT fold into a prism.
If you add one more pentagon to this net, it WILL DEFINITELY fold into a prism.
If you add on more pentagon to this net, it CAN NOT fold into a prism.
Which statement is correct? If you move the top circle of this net of a cylinder to anywhere else, left or right, on the top line then the net ..................................... the net of a cylinder.
will still be
may or may not be
can not be
Which picture is the odd one out?
Tick the true statement(s).
The triangles in this net MUST all be equilateral for this net to be a triangular-based pyramid.
Adding one more triangle to this net, will make it possible for this net to fold into a triangular prism.
At least 3 of these triangles must be congruent for this net to be a net for a triangular-based pyramid.
If all of these triangles are different shapes, this net can still be the net for a triangular-based pyramid.
Which picture is the odd one out?
All pyramids must have at least (a) faces that are triangles.
How many faces does this 3-D shape have?
6
8
10
12
True or false? We consider a cylinder to be a prism.
true
false
Which of these picture represents a triangular prism?
Name all the 3-D shapes in this picture?
cone
cuboid
cylinder
cube
Which of these shapes are considered to have no faces?
circle
cone
sphere
cylinder
Tick the statements that are correct about this shape.
It could be 3 cubes put together.
It could be 24 cubes put together.
It could be 12 cubes put together.
It is a prism.
How many prisms in this picture?
(a)
Which word is the odd one out?
sphere
cylinder
circle
cone
Tick the correct statment(s).
The blue faces are the cross-sections of the prism.
The blue faces are trapeziums.
The blue faces are congruent to each other.
The lines connecting the trapeziums are parallel to each other.
