Rewrite the expression as a sum or difference or multiple of logarithms. 10) logg 14vm 10) A) logg 14 + - logg m - logg n B) logg (14 /m) - logg n 3.4 C) logg n - logg 14 - - logg m D) logg 14 - logg m + logg n 11) In x4y5 11) A) In (4x)+ In (5y) B) In x4 In y5 C) In (4x) In (5y) D) 4In x + 5In y Determine the function which corresponds to the given graph 12) 12) A AHHHHHHHHHHHH -10 10 The asymptote is x = -4. Aly - In(x +4) B) y = In x + 4 C) y = In(x - 4) Dj y = In x - 4 State whether the function is an exponential growth function or exponential decay function, and describe its enc behavior using limits. 13) ((xx) = =* 13) A) Exponential growth function; lim f(x) = =; lim f(x) =0 X- B) Exponential decay function; lim f(x) = =>; lim f(x) =0 C) Exponential decay function; lim f(x) =0; lim f(x) = x - D) Exponential growth function; lim f(x) =0; lim f(x) = > Use the product, quotient, and power rules of logarithms to rewrite the expression as a single logarithm. Assume that all variables represent positive real numbers. 14) 4 log3 (6x - 2) + 5 log3 (3x - 3) = 18.69 14) 4 A) log3 (6x - 2)4(3x - 3)5 B) log3 ((6x - 2)4 + (3x - 3)5) C) 20 log3 (6x - 2)(3x - 3) D) log3 (6x - 2)4 (3x - 3)5