3. A(1;2), B(2;3), C(-1;4), D(3;-2) болса, 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) скаляр көбейтіндісін табыңыз
Ж. -2
4. A(1;2), B(2;3), C(-1;4), D(3;-2) болса, 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) скаляр көбейтіндісін табыңыз.
Ж. 2
5. А(3; - 1;1), В(1; - 1; 3), С(3;1; - 1) үшбұрыштың төбелері болса, АВС бұрышын табыңыз.
Ж. 300
6: А(-1; -2; 4), В(-4; -2; 0), С(3; -2; 1) үшбұрышының төбелері болса, А төбесіндегі үшбұрыштың бұрышын табыңыз. Ж. 900
7. А(14; -8;-1), В(7; 3; -1), C(-6; 4;-1) АВСD ромбысының төбелері болса, ромбтың сүйір бұрышын табыңыз. Ж. arccos 3/5
Достарыңызбен бөлісу: |