the given expression is

we will check for all four points
by putting their values,
for point A (0,0)
put x = 0

for x = 0 we have y or f(x) = 3 so point A(0,0) is not satifying the equation
for point B(1,12)
put x = 1

for x = 1 we have y or f(x) = 12
so it is satisfying the equation,
thus the correct answer is option B