Given the circle C with the equation `x^(2) + y^(2) - 2x + 10y - 38 = 0`. Match the List I with the List II given below concerning C.
`{:(,"List I",,"List II"),(A.,"The equation of the polar of",I.,y + 5 = 0),(,"(4, 3) with respect to C",,),(B.,"The equation of the tangent at",II.,x = 1),(,"(9, -5) on C",,),(C.,"The equation of the normal at",III.,3x + 8y = 27),(,"(-7, -5) on C",,),(D.,"The equation of the diameter of",IV.,x + y = 3),(,"C passing through (1, 3)",,),(,,V.,x = 9):}`
The correct answer is

Options

A. `{:(A,B,C,C),(III,I,V,II):}`
B. `{:(A,B,C,C),(IV,V,I,II):}`
C. `{:(A,B,C,C),(III,V,I,II):}`
D. `{:(A,B,C,C),(IV,II,I,V):}`

Answer

C