Term
| Define the Product Rule of Logarithms |
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Definition
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Term
| Define the Quotient Rule of Logarithms |
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Definition
| log(a)M/N = log(a)M-log(a)N |
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Term
Given that logM=P and logN=Q
Solve for..
log(a)M/N |
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Definition
1.) Apply the Quotient Rule of Logarithms
2.) Solve Q-P, the solution is your answer. |
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Term
| Define the Power Rule of Logarithms |
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Definition
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Term
| ln[x(x+A)] In Expanded Form Equals.. |
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Definition
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Term
| ln[x(x-A)] In Expanded Form Equals... |
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Definition
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Term
| What Does It Mean To Express A Term In Logarithms? |
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Definition
| To write the given logarithmic expression as a sum or difference of individual logarithms. |
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Term
| How to Express In Terms of Logarithms? |
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Definition
1.) Apply the Product or Quotient Property of Logarithms to write the expression as a sum or difference of algorithms.
2.) Use the Power Property to Write Logarithms of Expressions Raised to A Power As The Product of the Exponent and a simpler logarithm.
3.) Simplify if Possible |
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Term
| To Write An Expression In Condensed Form... |
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Definition
| Use the Power, Product, and Quotient Rules of Logarithms to make the expression as short as possible. |
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Term
| y=log(a)x If and Only If... |
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Definition
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Term
How to Find the Value of An Expression In the Form:
logA+BlogC |
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Definition
1.) Apply Power Rule
2.) Apply Product Rule
3.) Find the value of "y" using the rule: y=log(a)x If and Only If x=a^y
4.) The value of y is the answer. |
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Term
How to Evaluate an Expression In the Form:
B^[[log(a)C]+log(a)D] |
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Definition
1.) Apply Power Rule of Logarithms
2.) Apply Product Rule of Logarithms
3.) Apply Basic Property of Logarithms
4.) The Solution For X, is the Solution of the Problem |
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Term
| Define the Basic Property of Logarithms |
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Definition
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Term
| Define The Change of Base Formula |
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Definition
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