Question

3.2 Determine the area of the triang in 2-space determined by and e area of the triangle formed by joining two opposite vertices of the parallelogram QUESTION 7 through the points (2,0, -1) and (3.1.1). and use li is the line in R that pass is the line in R defined by ER (1.7.2) = (2. 1. 2) + +(1,0,1). Suppose V is the plane in R defined by -2-y-22=2. 9.1 Determine the distance between the point (2,0, -1) and the plane V. 9.2 Does the point (3,1,1) lie in the plane V? Give a reason for your answer. 9.3 Determine an equation for the line 1 and is perpendicular to th 9.4 Determine an equation for the plane W that contains the line plane V 9.5 Does the line L2 intersect the plane V? If so, give the point(s) of intersection. If not, give reason why not.

can someone please help me with this question 9.1

Answer 1

Solution equation of plane vis -H-Y-22=2 Distance between the point(0,0,-1) and the plane vis da |x- ymą2- o رات کی ره+اس = |-9-0-26)-) Nit1+4 1-2+2-a) 57 = Distance dans