Build Your Logarithms Skills with Engaging Lessons and Exercises

If $\log_{2} (6 x + 6) = 5, then x = ?$

emancipezN 2021-05-08

Solve $(\log (7 x)) \log x = 5$

pedzenekO 2021-03-11

$\ln (x - 2) = 5$ in exponential form

Isa Trevino 2021-03-08

solve the equation $\log (b a s e 16) (3 x - 1) = \log (b a s e 4) (3 x) + \log (b a s e 4) 0.5$ ?

Braxton Pugh 2021-03-02

Write each expression as a single natural logarithm. $2 \ln 8 - 3 \ln 4$

remolatg 2021-03-02

Find answer using log properties $10 \cdot \log 24 - \log 3$

tricotasu 2021-02-25

Write $\log_{3} \frac{1}{27 x^{2}}$ in the form a+b $\log_{3} x$ where a and b are integers

Dottie Parra 2021-02-18

Solve the equations and inequalities. Write the solution sets to the inequalities in interval notation. $\log_{2} (3 x - 1) = \log_{2} (x + 1) + 3$

Reggie 2021-02-16

How to solve $\log 50 + \log (\frac{x}{2}) = 0$

Globokim8 2021-02-12

$3 \log_{8} (512^{x^{2}}) = 36$
Find x

Line 2021-02-05

$\log 3 (x + 3) - \log 3 (x - 3) = 2$

tricotasu 2021-02-02

Write the following in exponential form.
$\log 1.27 5.86$

Mylo O'Moore 2021-02-02

Describe the quotient rule for logarithms and give an example.

Reeves 2021-02-02

Solve: $\log 6 x = 0.5 \log 6 36$

he298c 2021-02-01

${\log 10}^{x} = 2 a and {\log 10}^{y} = \frac{b}{2}$ write $10^{a}$ in terms of x

Zoe Oneal 2021-01-31

Find the solution $\log (6 x + 10) = \frac{\log (x)}{\log (\frac{1}{2})}$

Armorikam 2021-01-25

Solve for x using $\log 50 = 600 e^{- 0.4 x}$

Caelan 2021-01-16

Write in exponential form.
$\log 3 1 = 0$

Finding logarithms questions and answers online is always pure luck, especially if these are provided with detailed answers to questions. This is exactly what you can find below regardless of your practical application, college course, or complexity. These logarithms questions are related to higher education courses, which is why they will help you find the answers to what you currently have. When you deal with logarithmic equations you are approaching an exponential equation where the variable appears in an exponent as it’s in (log b (bx) = x. It also shows that the logarithmic graph equation can be represented as well.

$5 (10^{x} - 6) = 7$