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 Problem: is Orthogonal vector (3,1,1),(-1,2,1) [ Calculator, Method and examples ]Solution:Your problem -> is Orthogonal vector (3,1,1),(-1,2,1)Here vec A=(3,1,1),vec B=(-1,2,1)Two vectors vec A and vec B are orthogonal, if their dot product is zero. i.e. vec A * vec B = 01. Calculate dot productvec A * vec B=A_1*B_1 + A_2*B_2 + A_3*B_3=3*(-1) + 1*2 + 1*1=-3 + 2 + 1=0Here dot product is zero, so vectors are orthogonal

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