Let \( ABCDV \) be a rectangle based-pyramid, \( V \) is its apex and \( K \), \( L \), and \( M \) are the midpoints of its edges \( AB \), \( BC \), and \( AD \) as seen in the picture. What is the mutual position of the line \( KL \) and the plane \( CV\!M \)?
Let \( ABCDEFGH \) be a cube and \( L \), \( N \) the centers of its faces \( BCGF \) and \( ADHE \) consecutively as seen in the picture. What is the mutual position of the line \( LN \) and the plane \( ABG \)?
Let \( ABCDEFGH \) be a cube and \( K \), \( L \) the centers of its faces \( ABCD \) and \( BCGF \) consecutively as seen in the picture. What is the mutual position of a line \( KL \) and a plane \( CDH \)?
Let \( ABCDEFGH \) be a cube and \( X \), \( Z \) the midpoints of the edges \( FB \) and \( FG \). See the picture. What is the mutual position of lines \( XZ \) and \( AH \)?
Let \( ABCDEFGH \) be a cube and \( N \) the midpoint of the edge \( EF \). See the picture. What is the mutual position of lines \( BN \) and \( CF \)?
Let \( ABCDEFGH \) be a cube and \( L \), \( M \) the midpoints of the edges \( AB \) and \( BF \). See the picture. What is the mutual position of lines \( DL \) and \( GM \)?
Let \( ABCDEFGH \) be a cube and \( M \), \( N \), and \( P \) the midpoints of the edges \( BF \), \( EF \), and \( CD \), as seen in the picture. What is the mutual position of the lines \( DM \) and \( NP \)?
Let there be two distinct parallel lines \( a \) and \( b \). What do we call the pair of in the picture indicated angles \( \alpha \) and \( \beta \) which are defined by the transversal \( p \)?