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Question 1. Given points A=[2,-1,3],   B=[1,1,1],   C=[0,0,5].   The internal angle α=CAB   of the triangle ABC  is
a) α=90°  
b) α=arccos(-235)  
c) α=arccos23  
d) α=0°  
e) α=45°  
Question 2. The midline tb   of the triangle ABC,   where A=[5,2],   B=[-2,1]   and C=[0,5],   lies on the straight line
a) x=-2-5s,   y=1+9s,   s  
b) x=-2+9s,   y=1+5s,   s  
c) x=-1+3s,   y=-2+s,   s  
d) x=-2+5s,   y=1+9s,   s  
e) x=9s,   y=1+5s,   s  
Question 3. The distance of  the point A=[0,1,0]   from the intersection of planes x+y-z-7=0,   2x+3y-2z-13=0  is equal to
a) 2  
b) 5  
c) 4  
d) 6  
e) 3  

Evaluate