$8.00 Logs and exponents
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- Posted on Jul 11, 2008 at 11:54:11PM
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Preview: ... t after the transformation. For example, “left 1” or “reflected about the y-axis” are descriptions.<br><br><br>a) <br><br>Description of transformation:<br>Moves the curve up by 3<br><br>Equation(s) for the Horizontal Asymptote(s):<br>y = 3<br><br>y-intercept in (x, y) form:<br>(0, 4)<br><br>b) <br><br>Description of transformation:<br>Reflection about the y-axis.<br><br>Equation(s) for the Horizontal Asymptote(s):<br>y = 0<br><br>y-intercept in (x, y) form:<br>(0, 1)<br><br>3) Describe the transformations on the following graph of. State the placement of the vertical asymptote and x-intercept after the transformation. For example, “left 1” or “stretched vertically by a factor of 2” are descriptions.<br><br><br><br>a) <br><br>Description of transformation:<br>The curve is moved left 2.<br><br>Equation(s) for the Vertical Asymptote(s):<br>x = -2<br><br>x-intercept in (x, y) form:<br>(-1, 0)<br><br><br>b) <br><br>Description of transformation:<br>Reflection about the x-axis<br><br>Equation(s) for the Vertical Asymptote(s):<br>x = 0<br><br>x-intercept in (x, y) form:<br>(1, 0)<br><br>4) The formula ...
The full tutorial is about 751 words long plus attachments.
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Math 133 Unit 5.doc (121K) (Preview)
$15.00 MTH133 Unit 5 - Neat and Step-by-step Solutions to All the Questions
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- Posted on Jul 12, 2008 at 02:53:00PM
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Preview: ... or t - 5 > 0<br>(b) Domain is (-infinity, infinity) because e^x is defined for all values of x<br>(c) Domain is (-4, infinity) because ln(t + 4) is defined only for t + 4 > 0<br>(d) Domain is (-infinity, infinity) because 5^t is defined for a ...
The full tutorial is about 240 words long plus attachments.
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MTH133 Unit 5 Individual Project.doc (63K) (Preview)
$12.00 ALL CORRECT ANSWERS CHECKED with THOROUGH ALL WORK shown for Math 133 unit 5
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- Posted on Jul 12, 2008 at 04:20:58PM
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Preview: ... th THOROUGH ALL WORK s ...
The full tutorial is about 20 words long plus attachments.
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ALL CORRECT ANSWERS CHECKED for Math 133 unit .doc (60K) (Preview)
