f(x)=3 log3 (x-4)

Q: log3x=log3(x2-2)

A:

Q: log2(x-3)=3

A:

Q: Let p(t)=10(0.001)^t and   q(t)=log⁢  t^3. Solve the equation q(p(t))=0 for t.

A: The given functions are,

Q: If f(x) = log(a)x, show that f(x^α) = αf(x).

A: Given that:

Q: olve for x

A: Given,       log3x2-3x+5

Q: Differentiate f(x) = log, (9 – 10x).

A:

Q: For the function f(x)=log_((1)/(3))(x)+3, determine whether the function is increasing or…

A: The given function fx=log13x+3. We have determine whether the function is increasing or decreasing.

Q: for a function f(x) = log 1/4 (x) and g(x) =log^4(x), where is f>g and g>f

A: This is the problem of real-valued function.

Q: Solve ln (x-1) = 2 In (x+1) 2 ln (logx) = -> include restrictions for both

A: A and B calculations