The symmetric equations for the line passing through (-3,-4, -5) and parallel to the vector (1,7, – 2) are x+1 y+7 %3D z-2 %3D -5 А. -3 -4 x-: z+2 %3D -5 %D -3 -4 – 4 Z-5 C. x- 3 = = %3D %3D -2 D. X-1...


The symmetric equations for the line passing<br>through (-3,-4, -5) and parallel to the vector<br>(1,7, – 2) are<br>x+1<br>y+7<br>%3D<br>z-2<br>%3D<br>-5<br>А.<br>-3<br>-4<br>x-:<br>z+2<br>%3D<br>-5<br>%D<br>-3<br>-4<br>– 4<br>Z-5<br>C. x- 3 = =<br>%3D<br>%3D<br>-2<br>D.<br>X-1<br>%3D<br>y-7 z+2<br>%3D<br>3<br>4<br>Z+5<br>E. X + 3 = Y+4<br>-2<br>B.<br>

Extracted text: The symmetric equations for the line passing through (-3,-4, -5) and parallel to the vector (1,7, – 2) are x+1 y+7 %3D z-2 %3D -5 А. -3 -4 x-: z+2 %3D -5 %D -3 -4 – 4 Z-5 C. x- 3 = = %3D %3D -2 D. X-1 %3D y-7 z+2 %3D 3 4 Z+5 E. X + 3 = Y+4 -2 B.

Jun 05, 2022
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