A vector perpendicular to the vector (i+2j) and having magnitude 3 root(5) units is
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Explanation:
"The vectors perpendicular to the vector i + 2 j with magnitude are (6i - 3j) or r = (6i + 3j)
Solution:
We can derive the vector from the vector dot product formula.
The vector r be xi + yj and perpen`dicular to the vector given.
Thereby, the dot product between two perpendicular vectors should be zero.
r.a = (x i + y j).( i + 2 j)
r.a = x + 2 y = 0
x = -2y
So, for the magnitude we can use the formula given below,
Squaring both the sides, we get,
On substituting value of x, we get,
Therefore,
r = (6i - 3j) or r = (6i + 3j)"
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