Find the vector equation of the plane passing through the point (2,1,-1) and normal to the plane is (2 hat{i}+ hat{j}-3 hat{k} )?

Question

Find the vector equation of the plane passing through the point (2,1,-1) and normal to the plane is  (2 hat{i}+ hat{j}-3 hat{k} )?

TuteeHUB · Accepted Answer

NA

TuteeHUB · Answer

((  vec{r}-(2  hat{i}-7  hat{k})).(2  hat{i}+  hat{j}-3  hat{k})  )=0

TuteeHUB · Answer

((  vec{r}-(2  hat{i}+3  hat{j}-  hat{k})).(2  hat{i}-3  hat{k})  )=0

TuteeHUB · Answer

((  vec{r}-(  hat{i}+  hat{j}-3  hat{k})).(2  hat{i}+6  hat{j}-3  hat{k})  )=0

TuteeHUB · Answer

((  vec{r}-(2  hat{i}+  hat{j}-  hat{k})).(2  hat{i}+  hat{j}-3  hat{k})  )=0

1.	Find the vector equation of the plane passing through the point (2,1,-1) and normal to the plane is (2 hat{i}+ hat{j}-3 hat{k} )?
A.	(( vec{r}-(2 hat{i}-7 hat{k})).(2 hat{i}+ hat{j}-3 hat{k}) )=0
B.	(( vec{r}-(2 hat{i}+3 hat{j}- hat{k})).(2 hat{i}-3 hat{k}) )=0
C.	(( vec{r}-( hat{i}+ hat{j}-3 hat{k})).(2 hat{i}+6 hat{j}-3 hat{k}) )=0
D.	(( vec{r}-(2 hat{i}+ hat{j}- hat{k})).(2 hat{i}+ hat{j}-3 hat{k}) )=0
Answer» E.

Discussion