Cube Folding — MCQ Practice
Interactive MCQ Practice
Test your knowledge. Click “Solve” to reveal options, select your answer, then check the result. 5 questions available.
Six squares form a net: A, B, C and D run left to right, E is above B and F below B. If B is held as the front and E becomes the top, which face is at the back?
In the net A–B–C–D with E above B and F below B, which set cannot appear together around one corner of the folded cube?
A student folds six squares arranged as a 2 × 3 rectangle and concludes it is a cube net because the area equals six unit squares. What is the decisive problem with this reasoning?
A proposed cube view shows two labels known to be on opposite faces meeting along a visible edge. How should the view be assessed?
Two fully labelled cube arrangements share the same three opposite pairs. Is that alone enough to prove that one can be rotated to match the other?