find the angle between (i+j) and (i-j) ,,,explain with steps
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Answer:
a⃗ = 5i – j + k and
b⃗ = i + j – k
The dot product is defined as
a⃗ .b⃗ = (5i – j + k)(i + j – k)
a⃗ .b⃗ = (5)(1) + (-1)(1) + (1)(-1)
a⃗ .b⃗ = 5-1-1
a⃗ .b⃗ = 3
The Magnitude of vectors is given by
|a⃗ |=(52+(−1)2+12)−−−−−−−−−−−−−−√=27−−√=5.19
|b⃗ |=(12+12+(−1)2)−−−−−−−−−−−−−−√=3–√=1.73
The angle between the two vectors is
θ=cos−1a⃗ .b⃗ |a⃗ ||b⃗ |
θ=cos−13(5.19)(1.73)
θ=cos−138.97
θ=cos−1(0.334)
θ=70.48
Explanation:
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