Figure from the original question paper Let us consider the following statistics for searching a condition within a given relation. - Number of blocks containing record of the relation $(b) = 400$ - Time to transfer one block $(t_b) = 0.6$ milliseconds - Time for one seek $(t_s) = 8$ milliseconds What will be the average cost of **selection query** on a **key attribute** using linear search file scan? Consider the relational schema: **prescription**(*doctor_id*, *doctor_name*, *patient_id*, *patient_name*, *medicine_id*, *medicine_name*), where the domains of all the attributes consist of atomic values. Consider the following FDs for the relation **prescription** . - $doctor\_id \rightarrow doctor\_name$, - $patient\_id \rightarrow patient\_name$, - $medicine\_id \rightarrow medicine\_name$, - $doctor\_id \rightarrow\rightarrow patient\_id$, - $doctor\_id \rightarrow\rightarrow medicine\_id$ From among the decompositions given, identify the one that is in 4NF.