Here are two college algebra problems, each done two different ways. We're solving exponential equations. One way to do it is getting the two bases on either side of the equation to be equal, and the other way is using logarithms.
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Школa Студия МХАТ (выпуск 1987 года). Фильм Андрея Морозовa.
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Планетарка 3.0: Станок для изготовления канатов для моделей кораблей
College Algebra Final Review 11: Find the variation constant and equation of variation where y varie
College Algebra Final Review 15: Solve by Completing the Square x^2 = 16x + 10
College Algebra Final Review 14: Solve by factoring 2m^2 - 9m + 7 = 0
College Algebra Final Review 12: Multiply (sqrt(-9))(sqrt(-49))
College Algebra Final Review 13: Simplify: (9+i)/(-3-2i). Write your answer in the form a+bi
College Algebra Final Review 10 Write an equation for a function that has the shape of y=sqrt(x), bu
Parametric Curves 3: If a projectile is fired with an initial velocity of V meters per second at...
Parametric Curves 2: Assume time t runs from zero to 2pi and that the unit circle has been labeled..
How to Parameterize a Line (Parametric Curves 1)
Find the first 4 nonzero terms of the Taylor Series for f(x)=4/x centered at x=-2
Find the first 3 nonzero terms of the Taylor series for f(x)=√(8x−x^2) about a=4
Write the Taylor series for f(x)=e^x about x=1. Find the first 5 coefficients.
For which values of p will the series converge?
Write the Taylor series for f(x)=sinx about x=π/2. Find the first 5 coefficients.
Limit Comparison with SUM ln(n)/n^3 (Convergent or Divergent Series 23)
Taylor Series 3: Write the Taylor series for f(x)=x^3 about x=1 as ∑_(n=0)^∞ c_n (x−1)^n
MacLaurin Series 2: By recognizing each series below as a Taylor series evaluated at a particular va
MacLaurin Series 1: Write out the first four terms of the Maclaurin series of f(x)
How to Succeed in a Math Class
Use a TI calculator to find areas under the normal curve. Several examples :)
Use Z-Scores to Find Areas Under the Normal Distribution
Solving e^x - 4 = -4e^-x (Solving Exponential and Log Equations Part 4 of 4)
Solving Exponential and Logarithmic Equations Homework Problems (Part 2 of 4)
Solving Exponential and Logarithmic Equations Homework Problems (Part 1 of 4)