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(Solved): please dont forget b) as i am stuck please do both part a and b a. Find the scalar equat ...
please dont forget b) as i am stuck
please do both part a and b
a. Find the scalar equation of the plane that is parallel to the line \( \vec{r}_{1}=(3,0,-2)+t(1,-4,4) \) and contains the line \( \vec{T}_{2}=(9,18)+\mathrm{u}(2,0,3) \) b. State the parametric equation of a plane that is coincident to the plane you found in part a.
a. Find the scalar equation of the plane that is parallel to the line \( \vec{r}_{1}=(3,0,-2)+t(1,-4,4) \) and contains the line \( \vec{T}_{2}=(9,18)+\mathrm{u}(2,0,3) \) b. State the parametric equation of a plane that is coincident to the plane you found in part a.
Expert Answer
given r1 =(3,0,?2)+t(1,?4,4) r2 =(9,1,8)+u(2,0,3) normal vector to the required plane can be calculated by taking cross product of (1,?4,4)and(2,0,3)