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How do you convert this logarithm into an exponential equation? log(A)B=C -------------- |
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How do you convert this exponential equation into a logarithm? A^B=C -------------- |
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How do you find the value of "C"? log(A)B=C -------------- |
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Find what exponent is needed for A to Equal B: That value is C ---------------------------- |
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What does this Equal? (A^(-B)) -------- |
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What is the solution to this logarithm? log(A)A= --------- |
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The solution is 1 -------------- |
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What is the solution to this logarithm? log(A)1= --------- |
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The solution is 0 ------------ |
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What is the solution to this logarithm? log(A)A^B= --------- |
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The solution is B ------------ |
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What is the solution to this logarithm? A^log(A)B= --------- |
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The solution is B ------------ |
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What is the domain of this function? f(x)=log(A)[sqrt(x+B)] ----------------- |
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The domain is (-B,Infinity) ------------ |
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What does a logarithm graph look like? -------- |
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The shoulder of someone standing just out of view of the graph, to the far right. Their shoulder touches the y-axis. --------------- |
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The graph of this logarithm is shifted "B" units horizontally in what direction? f(x)=log(A)[sqrt(x+B)] --------------------- |
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The graph of this logarithm is shifted "B" units horizontally in what direction? f(x)=log(A)[sqrt(x-B)] --------------------- |
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What is always the range of this logarithmic function? f(x)=log(A)[sqrt(x+B)] ------------ |
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(-Infinity,Infinity) -------------- |
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What is the vertical asymptote of this logarithmic function? f(x)=log(A)[sqrt(x+B)] ------------ |
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What is the vertical asymptote of this logarithmic function? f(x)=log(A)[sqrt(x-B)] ------------ |
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Is it true that if y=e^(-x) That As x approaches Infinity y approaches zero ------------ |
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