For Exercises 39-46, a table of data is given. a. Graph the points and from visual inspection, select the model that would best fit the data. Choose from y = m x + b linear y = a b x exponential y = a + b ln x logarithmic y = c 1 + a e − b x logistic b. Use a graphing utility to find a function that fits the data.
For Exercises 39-46, a table of data is given. a. Graph the points and from visual inspection, select the model that would best fit the data. Choose from y = m x + b linear y = a b x exponential y = a + b ln x logarithmic y = c 1 + a e − b x logistic b. Use a graphing utility to find a function that fits the data.
Solution Summary: The author explains how to determine the function that best fits the logistic model y=c1+ae-bx.
The supply function for oil is given (in dollars) by S(q), and the demand function is given (in dollars) by D(q).
S(q)=q²+
=q²+14q, D(q) = 1088-16q-q²
a. Graph the supply and demand curves.
Choose the correct graph. S(q) is the solid line, and D(q) is the dashed line.
A.
AP
1000
50
B.
AP
1000-
9 V
50
b. Find the point at which supply and demand are in equilibrium.
The equilibrium point is
(Type an ordered pair.)
○ C.
○ D.
AP
1000-
1000
AP
50
50
1 Written problems
1. Solve x'
0 1
-1
0
]
x +
Please help me answer questions 1-18. I've been searching the internet and I know this is really easy. I just need the correct answers with simple explanations. Every AI is telling me different things. I don't get it and I'm on the verge of tears. Please help a girl out. Yes, I got a 19%....
A Problem Solving Approach To Mathematics For Elementary School Teachers (13th Edition)
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