Use Properties of Exponents and Properties of Logarithms to simplify and the following expression and determine the exact value. Your final value should be in the simplest/reduced form. The final solution is: a = a.b c.d (71+ln(√7)) ² (7³) ¹ log ve 1+ln 7 e where a ≤ b and c≤d. b = (1+2 ln 7)² · In(√e) e and d = C =

Q: Solve the following logarithmic equation. log 1/4 (x? + x) - log 1/4 (x² -x) = - 2 Select the…

A: Solution is in step 2

Q: Simplify the following expression. logb(1/b4)

A:

Q: find the value of x thot satisfies the following equation: a. Log 6 (x+の)さLog 6 Cx) = 2 b. exe? =…

A:

Q: Let A = logm (2) and B logm (5). Expand the logarithm and write as a sum of multiples of A and B.…

A: Given query is to write the expression in terms of A and B.

Q: . Write in logarithmic form:   e 1/5 = 1.22   16 -3/4 =  1/8

A: Given: (a) e15=1.22(b)  16-34=1.8

Q: log 2 ( x2 -1) - log2 (9 x + 1 ) = 2 а. b. log 9 27 = m %3D

A: To evaluate the given logarithms.

Q: 3. x²+1 log(- x2-1

A:

Q: Solve for x: given log(17x – 3) – log æ = 1 -

A:

Q: I.Evaluate the following logarithmic expressions: log; 652 1. log,() 32 2. II. Rewrite the following…

A: