Answer:
Option A
Explanation:
Let two vectors P and Q are represented by graph as below

Here, Qp is a vector in the direction of P. Then , from the right angle triangle , we get
cosθ=QpQ ......(i)
⇒ Qp=Qcosθ
Also, cosθ=P.QPQ⇒QpQ=P.QPQ
⇒ Qp=P.QP ......(ii)
As given that , ˆP is the unit vector along P. then
ˆP=P_P .......(ii)
Putting the value of P from Eq.(iii) to Eq. (ii) , we get
Qp=ˆP.Q