(d) Find the unit vector which is parallel to the vector i ^ + j^
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Explanation:
Let
a
=−3
i
+4
j
.
Then,
∣
a
∣=
2
2
+(−1)
2
=
5
Therefore,
A unit vector parallel to
a
is
a
=
∣
a
∣
a
.
a
=
5
1
(2
i
−
j
)=
5
2
i
−
5
1
j
Hence, required vector = 5
a
=5(
5
2
i
−
5
1
j
)=2
5
i
−
5
j
.
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