Use the Second Derivative Test to find the relative extrema, if any, of the function 
Select the correct answer.
a. None
b. Rel. max. f(0) = 0
c. Rel. max. f(8) = 16,
rel. min. f(?8) = ?16
d. Rel. max. f(?8) = ?16,
rel. min. f(8) = 16
d. Rel. max. f(?8) = ?16,
rel. min. f(8) = 16
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Find the standard equation of the circle that satisfies the conditions.Center (0, 0), radius 10
A. x2 + y2 = 100
B. (x - 10)2 + (y - 10)2 = 100
C. x2 + y2 = 10
D. x2 + y2 =
Name the highlighted angle using the three-letter form of identification.
A. ?BNI or ?INB B. ?BNL or ?LNB C. ?INF or ?FNI D. ?N
Use transformations to graph the function. Determine the domain, range, and horizontal asymptote of the function.f(x) = -2x+3 + 4
A. domain of f: (-?, ?); range of f: (-?, -4);
horizontal asymptote: y = -4
B. domain of f: (-?, ?); range of f: (-?, -4);
horizontal asymptote: y = -4
C. domain of f: (-?, ?); range of f: (-?, 4);
horizontal asymptote: y = 4
D. domain of f: (-?, ?); range of f: (-4, ?);
horizontal asymptote: y = 4
Use the given data points to construct a linear model, then use the model to find the appropriate Celsius or Fahrenheit temperature.Choose any two data points and use them to construct a linear equation that models the data, with x being Fahrenheit and y Celsius. Then use the equation to find the Celsius temperature corresponding to 113° Fahrenheit.
A. y = (x - 32); 146° Celsius
B. y = (x + 32); 261° Celsius
C. y = (x - 32); 45° Celsius
D. y = (x + 32); 81° Celsius