Answer:
The true statements are 2, 4 and 5.
Step-by-step explanation:
We are given that,
Misha have clay figures resembling a cube and a right-square pyramid.
Now, parallel and perpendicular slices are made both parallel and perpendicular to the base to both the figures.
So, the resulting 2-D cross-sections are given by,
Cube Right-square pyramid
Parallel to base Square Square
Perpendicular to base Square Triangle
Thus, according to the above table, we have,
<h3>The statements which are true are,</h3>
2. A plane section that is square could result from one of these slices through the cube.
4. A plane section that is triangular could result from one of these slices through the pyramid.
5. A plane section that is square could result from one of these slices through the pyramid.
