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Representation of solids
front view
side view
top view
Exercises
{{exercise_number}}. Which images show the robot from the front, back, bottom, top and side?
{{exercise_number}}. Can the three cubes in the exercise be the same cube viewed from different directions?
a)
b)
{{exercise_number}}. Which can be the top view of the solid on the left if
- the solid cannot be turned on another side;
- the solid can be turned on another side?
- How many unit cubes does the solid consist of if the side of a square in the drawing is one unit long?
\latex{ A })
\latex{ B })
\latex{ C })
\latex{ D })
{{exercise_number}}. Which can be the side view of the solid on the left if
- the solid cannot be turned on another side;
- the solid can be turned on another side?
- How many unit cubes does the solid consist of if the side of a square in the drawing is one unit long?
\latex{ A })
\latex{ B })
\latex{ C })
\latex{ D })
{{exercise_number}}. The front, side, and top views of a solid are shown on the left. Which of the following solids belongs to these views? How many unit cubes does the solid consist of if the side of a square in the drawing is one unit long?
\latex{ A })
\latex{ B })
\latex{ C })
front view
top view
side view
{{exercise_number}}. Use \latex{ 10 } cubes to build solids with the same top view as in the image. (→)
a)
b)
{{exercise_number}}. A solid consists of cubes. The drawing shows its front and side views. At least, how many cubes does the solid consist of? At most, how many cubes does the solid consist of? (→)
a)
b)
{{exercise_number}}. The corners of a paper sheet are marked with the letters \latex{ A }, \latex{ B }, \latex{ C } and \latex{ D }. A solid is built on the paper. The numbers in the squares indicate the number of cubes placed on top of each other. The following drawings show the solid when observed from the four corners of the paper sheet. Determine from which corner the solid is observed.
\latex{ D }
\latex{ C }
\latex{ A }
\latex{ B }
\latex{ 1 }
\latex{ 1 }
\latex{ 2 }
\latex{ 1 }
Quiz
How many cubes are in the image? Find several solutions. (If necessary, turn the image upside down and count again.)
