Q4) One line and a point are given. How to nd the plane's equation? * 0 Find the cross product between two vectors 0 Find the dot product between the two vectors 0 Find a point on the line to make up a second vector 0 Find any line that corsses the point to have the second vector 05) When can we NOT nd a plane? * 0 only three points are given 0 there are two intersecting lines 0 just two vectors and no point given 0 there are two parallel lines (not vectors, lines) Q1) Vector a and vector b, which originates from (0, 0, 0), defines a parallalogram. Any point within the parallalogram is bets defined by (0, 0, 0) + t(vector a) + s(vector b), where t and s... are between 0 and 1 are between -1 and 1 are any positive number O are any rational number Q2) Continued from Q1), if t and s belong to any real number, then the equation defines a... O point O line O plane O space Q3) Three coordinates on a plane are given. How to find the plane's equation? O Write two vectors and find cross product, multiplied ot third point O Write three vectors and find dot product, multiplied to third point O Write three vectors and then project them onto each other O Write two vectors and use the third point as anchor