How do I solve an equation with 2 logarithms added on the left-hand side and only a number on the right-hand side?
The process is shown using the example log4(x+4)+log4(x-8)=3.
1. Evaluate logarithm. Round results to 3 decimal places.
2. Approximate logarithm using properties of logarithms, given log b^2 = 0.3562, logb^3 =0.5646 and log b^5 = 0.8271
3. Find exact value of logarithm
4. using properties of logarithms to expand express as a sum, difference, and/or
Apply laws of logarithms to simplify the function. Then find its derivative.
?(x) = ln ^/¯ (9-x2)/(4+x2)
Find
limx→3 2x^4-3x^3-81/x^5-10x^3+27
Apply L'Hopital's rule as many times as necessary, verifying your results after each application
Solve following for x, expressing answers as compound fractions and integers where appropriate:
a) log (5x - 4) - log (5x - 4) = 2
b) log (5x - 4) + log (5x - 4) = 2
The logarithms are base 3.
1. Solve for x in the following equations.
a. log-base-3(x - 5) + log-base-3(x + 3) = 2
b. log-base-7(x) + log-base-7(x - 1) = log-base-7(2x)
2. Show that the following statement is true. Please refer to the attachment for the statement.
3. A quantity of oxygen gas had 16.32g of the radioactive isotope oxygen-19 i
Fill in the blank to make a true statement. To solve 4^x =27, we can take the logarithm of each side of the equation to get log (4^x) = log (27). The power rule for logarithms would then provide a way of moving the variable x from it's position as an _________ to the position of a coefficient.
Is the blank, negative value, ba
