Secondary +
Post Secondary +
Ask Question
SECONDARY
ALGEBRA
ALGEBRA II
LOGARITHMS
Secondary
Calculus and Analysis
Algebra
Algebra I
Pre-Algebra
Algebra II
Equations
Logarithms
Rational functions
Polynomial factorization
Polynomial division
Polynomial arithmetic
Modeling
Rational exponents and radicals
Exponential growth and decay
Exponential models
Complex numbers
Polynomial graphs
Geometry
Statistics and Probability
Math Word Problem
Other
Post Secondary
Didn’t find what you are looking for?
Ask question
Logarithms Answers
Logarithms
asked 2021-03-11
\ln(x − 2) = 5 in exponential form
Logarithms
asked 2021-03-08
Find
\(\displaystyle{\log{{5}}}{\left({0.0016}\right)}\)
Logarithms
asked 2021-03-07
solve the equation
\(\displaystyle{\log{{\left({b}{a}{s}{e}{16}\right)}}}{\left({3}{x}-{1}\right)}={\log{{\left({b}{a}{s}{e}{4}\right)}}}{\left({3}{x}\right)}+{\log{{\left({b}{a}{s}{e}{4}\right)}}}{0.5}\)
?
Logarithms
asked 2021-03-02
Find answer using log properties
\(\displaystyle{10}\cdot{\log{{24}}}-{\log{{3}}}\)
Logarithms
asked 2021-03-02
Write each expression as a single natural logarithm.
\(2\ln 8-3\ln 4\)
Logarithms
asked 2021-02-26
\(\displaystyle{\log{
Logarithms
asked 2021-02-25
Write
\(\log_3 \frac{1}{27x^{2}\)
in the form a+b
\(\log_3x\)
where a and b are integers
Logarithms
asked 2021-02-18
Solve the equations and inequalities. Write the solution sets to the inequalities in interval notation.
\(\displaystyle{\log{{2}}}{\left({3}{x}−{1}\right)}={\log{{2}}}{\left({x}+{1}\right)}+{3}\)
Logarithms
asked 2021-02-16
How to solve
\(\displaystyle{\log{{50}}}+{\log{{\left(\frac{{x}}{{2}}\right)}}}={0}\)
Logarithms
asked 2021-02-12
\(3\log_8(512^{x^{2}})=36\)
Find x
Logarithms
asked 2021-02-05
\(\displaystyle{\log{{3}}}{\left({x}+{3}\right)}−{\log{{3}}}{\left({x}−{3}\right)}={2}\)
Logarithms
asked 2021-02-02
Describe the quotient rule for logarithms and give an example.
Logarithms
asked 2021-02-02
Write the following in exponential form.
\(\displaystyle{\log{{1.27}}}{5.86}\)
Logarithms
asked 2021-02-02
Solve:
\(\displaystyle{\log{{6}}}{x}={0.5}{\log{{6}}}{36}\)
Logarithms
asked 2021-02-01
\(\displaystyle{{\log{{10}}}^{{x}}=}{2}{a}{\quad\text{and}\quad}{{\log{{10}}}^{{y}}=}\frac{{b}}{{2}}\)
write
\(\displaystyle{10}^{{a}}\)
in terms of x
Logarithms
asked 2021-01-31
Find the solution
\(\displaystyle{\log{{\left({6}{x}+{10}\right)}}}=\frac{{\log{{\left({x}\right)}}}}{{\log{{\left(\frac{{1}}{{2}}\right)}}}}\)
Logarithms
asked 2021-01-25
Solve for x using
\(\log50=600e^{-0.4x}\)
Logarithms
asked 2021-01-16
Write in exponential form.
\(\displaystyle{\log{{3}}}{1}={0}\)
Logarithms
asked 2021-01-15
Solve the equation and find the exact solution:
\(\displaystyle{\log{{b}}}{a}{s}{e}{2}{\left({\log{{b}}}{a}{s}{e}{3}{\left({\log{{b}}}{a}{s}{e}{4}{\left({x}\right)}\right)}\right)}={0}\)
Logarithms
asked 2021-01-13
Which equation is equivalent to
\(log y = 2x + 1\)
?
(A)
\(y = 10(100)^x\)
(B)
\(y = 10^x\)
(C)
\(y=e^2x+1\)
(D)
\(y = e^2\)
1
2
...