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carmencc
04.03.2021 •
Mathematics
A quadratic function has a vertex at the point (-4, 2) and passes through the point (-8,-
PART A Create a function/equation that represents the situation
PART B. Create a table of values. Be sure to include at least five values and the vertex, X - and y - intercepts
PART C. Sketch the graph of the function
PART D. Identify how you see the x - and y-intercepts and the vertex in the table, graph, and equation
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Ответ:
1. 2.328×![10^{22}](/tpl/images/0819/6123/578e1.png)
2. 487
3. 30.52 OR 0 (see explanation↓)
Step-by-step explanation:
1.![(25)^{2t}](/tpl/images/0819/6123/18a2f.png)
(sub for t=8)
=![25^{2*8}](/tpl/images/0819/6123/c1694.png)
=![25^{16}](/tpl/images/0819/6123/03948.png)
=2.328×![10^{22}](/tpl/images/0819/6123/578e1.png)
2.![2st^{2} -5^{2}](/tpl/images/0819/6123/e11c9.png)
(sub for s=4 and t=8)
=2×4×
-![5^{2}](/tpl/images/0819/6123/69d84.png)
=512-25
=487
3.
(the equation is not clear so I will do
as well)
FOR![2s^{2} -t^{3/16}](/tpl/images/0819/6123/a9e82.png)
(sub s=4 and t=8)
=2×
-![8^{3/16}](/tpl/images/0819/6123/dc9a5.png)
=32-1.476826146
=30.52 (to the nearest 2 decimal place)
FOR![2s^{2} -\frac{t^{3} }{16}](/tpl/images/0819/6123/400b2.png)
(sub s=4 and t=8)
=2×
-![\frac{8^{3} }{16}](/tpl/images/0819/6123/31dcf.png)
=32-32
=0