A

1103018804

Level: 
A
Choose the correct verbal description of the angle shown in the picture, where the point \(S_{EF}\) is the midpoint of the edge \(EF\).
The angle between the line \(AS_{EF}\) and the plane \(BCG\) (right side face).
The angle between the line \(AS_{EF}\) and the plane \(EFG\) (top face).
The angle between the line \(AS_{EF}\) and the plane \(DCG\) (back face).
The angle between the line \(AS_{EF}\) and the plane \(ABF\) (front face).

1103018802

Level: 
A
Choose the correct verbal description of the angle shown in the picture.
The angle between a space diagonal of a cube and its face diagonal.
The angle between a space diagonal of a cube and its edge.
The angle between two face diagonals of a cube.
The angle between a face diagonal of a cube and its edge.

1103018801

Level: 
A
Choose the correct verbal description of the angle shown in the picture:
The angle between two space diagonals of a cube.
The angle between a space diagonal of a cube and its edge.
The angle between two face diagonals of a cube.
The angle between a space diagonal of a cube and a face diagonal.

1003020602

Level: 
A
Find the domain of the expression. \[ \frac{\sqrt{x^2-x-6}}{x^2-7x+10} \]
\(\left(-\infty;-2\right]\cup\left[3;5\right)\cup\left(5;\infty\right)\)
\(\left(-\infty;-2\right)\cup\left(3;\infty\right)\)
\(\left(-\infty;-2\right)\cup\left(3;5\right)\cup\left(5;\infty\right)\)
\(\left(-\infty;2\right)\cup\left(3;5\right)\cup\left(5;\infty\right)\)