The vertices of the hyperbola below are (2, -13) and (2,-3): 2 2. 2 3 2 -4 11 / -6 -8 -10 12 147 -16 Use paper and pencil to report the center, write the formula in implicit and parametric form, and report the slopes and equation of each asymptote. Then scroll below to enter your answers. (a) Report the coordinates of the center. (Number Number ). (b) Write the equation in implicit form. Please maximize your browser for the best viewing experience. Click for List - le Number and use the pulldo Click for List rm Number 12 = 1 Number Number Submit Assignment Quit & Save Back Question Menu -
(c) Write the parametric equations for the hyperbola. Use the pull down menu to indicate the appropriate trigonometric function. Number X Click for List + Number y = Number X Click for List + Number (d) One of the asymptotes is a line which increases. The slope of the increasing asymptote is Number The formula of this line is y= (e) One of the asymptotes is a line which decreases. The slope of the decreasing asymptote is Number Its formula is y= Ag
The vertices of the hyperbola below are (2, -13) and (2,-3): 2 2. 2 3 2 -4 11 / -6 -8 -10 12 147 -16 Use paper and penci
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The vertices of the hyperbola below are (2, -13) and (2,-3): 2 2. 2 3 2 -4 11 / -6 -8 -10 12 147 -16 Use paper and penci
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