Question

find a vector equation of the line, which passes through the point (1,3,11) and is perpendicular to the yz-plane
if it's perpendicular to the y-z plane, then it has only an x component. So, it would be

r = (1+t)<b>i</b> + 3<b>i</b> + 11<b>i</b>

where t can be any real number.
make that

r = (1+t)<b>i</b> + 3<b>j</b> + 11<b>k</b>

Related Questions

find the vector form of the equation of the line in lR^3 that passes through P=(-1,0,3) and is perpe... A line in space has the vector equation shown here. Fill in the blanks to find the position vector... Determine a vector equation for the line that is perpendicular to the vectors 𝑢 = (2,0,1) and 𝑣 = (0... a straight line passes through p(-1,1) and q(3,4) a) find the length of line pq b) find the equati...