Final answer:
The addition of the given vectors a→, b→, and c→ results in a resultant vector = (-2, 0, -1).
Step-by-step explanation:
To calculate the addition of the given vectors a→ =(2,1,-4), b→ =(-3,0,1), and c→ =(-1,-1,2), we simply add the corresponding components of each vector.
The sum of the vectors is found by adding the x-components, the y-components, and the z-components separately.
Adding the x-components: 2 + (-3) + (-1) = -2
Adding the y-components: 1 + 0 + (-1) = 0
Adding the z-components: -4 + 1 + 2 = -1
Therefore, the resultant vector from adding a→, b→, and c→ is:
Resultant Vector = (-2, 0, -1)
Let vectors aƒ— =(2,1,-4) , bƒ— =(-3,0,1) , and cƒ— =(-1,-1,2) . Calculate the following: addition of the given vectors.