Which sequence of steps is a correct derivation of the difference quotient for f(x) = 3 – log x? StartFraction f (x minus h) minus f (x) Over h EndFraction = StartFraction (3 minus log (x + h) ) minus (3 minus log x) Over h EndFraction = StartFraction 3 minus log (x + h) minus 3 + log x Over h EndFraction = StartFraction negative log (x + h) + log x Over h EndFraction; h not-equals 0. StartFraction f (x minus h) minus f (x) Over h EndFraction = StartFraction (3 minus log (x + h) ) minus (3 minus log x) Over h EndFraction.= StartFraction 3 minus log (x + h) minus 3 minus log x Over h EndFraction = StartFraction negative log (x + h) minus log x Over h EndFraction; h not-equals 0. StartFraction f (x minus h) minus f (x) Over h EndFraction = StartFraction (3 minus log (x + h) ) minus (3 minus log x) Over h EndFraction = StartFraction 3 minus log (x + h) minus 3 + log x Over h EndFraction = StartFraction log (x + h) + log x Over h EndFraction; h not-equals 0. StartFraction f (x minus h) minus f (x) Over h EndFraction = StartFraction (3 minus log (x + h) ) minus (3 minus log x) Over h EndFraction = StartFraction 3 minus log (x + h) minus 3 minus log x Over h EndFraction = StartFraction log (x + h) minus log x Over h EndFraction; h not-equals 0.