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| An exponential function with a negative exponent... |
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Definition
| The Graph Flips Across the Y-Axis in which as y approaches zero as x approaches infinity |
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| y=log(b)x Is Equivalent To... |
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| Define the Inverse Property of Logarithm Exponents |
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Definition
If a>0 and a does not equal one, then
a^(log(a)^x)=x for x>0. |
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| Define The Domain of A Function |
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Definition
| The largest set of real numbers that results in real numbers as outputs. |
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| The domain of y=logx is... |
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How to find the Domain of A Logarithm Function In the Form:
f(x)=log(a)sqrtx+b |
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Definition
1.) Take x+b and make it x+b>0
2.) Solve for x in x+b>0
3.) Your Domain:
(Your Solution for x+b>0, Infinity) |
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How to find the Domain of A Logarithm Function In the Form:
f(x)=log(a)x+b |
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Definition
1.) Take x+b and make it x+b>0
2.) Solve for x in x+b>0
3.) Your Domain:
(Your Solution for x+b>0, Infinity) |
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| Define The Range of A Set |
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| If the graph decreases indefinitely as x-values get smaller, and the graph increases indefinitely as x-values get larger then the range is... |
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Every logarithm of the form:
y=log(a)x
Has a Vertical Asymptote of... |
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How to find the Vertical Asymptote of A Logarithm Function In the Form:
f(x)=log(a)x+b |
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Definition
1.) Take x+b and make it x+b>0
2.) Solve for x in x+b>0
3.) Your Vertical Asymptote:
Your Solution for x+b>0 |
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