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[DOC File]Module 6: Solving Exponential Equations
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In order to learn how to solve exponential equations involving expressions that don’t allow us to do this so easily, let’s investigate another method of solving exponential equations. Recall that the log-of-powers property allows us to move powers out of the exponent.
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[DOC File]Chapter 8 – Expectations - THANGARAJ MATH
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manipulates and solves expressions using the logarithmic and index laws, and uses logarithms and exponential functions to solve practical problems MA11-6. uses appropriate technology to investigate, organise, model and interpret information in a range of contexts MA11-8.
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Solving Exponential Equations With Different Bases (video lessons, …
If it is possible, the easiest way to solve exponential equations is to write both sides of the equation as a power of the same base: Since exponential functions are one-to-one, we can now assume that since both sides of the equation are expressed as powers of the same base, the exponents must be equal, which allows us to conclude that
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[DOC File]Section II: Unit 6: Solving Exponential Equations
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3. solve exponential and simple logarithmic equations in one variable algebraically, including those in problems arising from real-world applications. 3.1 recognize equivalent algebraic expressions involving logarithms and exponents, and simplify expressions of these types
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