Provide an appropriate response.Provide a short sentence that summarizes the general limit principle given by the formal notation 
given that 
and 
A. The sum or the difference of two functions is the sum of two limits.
B. The limit of a sum or a difference is the sum or the difference of the functions.
C. The sum or the difference of two functions is continuous.
D. The limit of a sum or a difference is the sum or the difference of the limits.
Answer: D
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Find the equation from the graph.
A. y = 
x
B. y = -3x
C. y = 3x
D. y = - 
x
Given 
(a) Find the intervals on which f is increasing or decreasing. (b) Find the relative maxima and relative minima of f. a. (a) Increasing on (?6, 6), decreasing on (??, ?6) and (6, ?) (b) Rel. max. f(6) = 12, rel. min. f(?6) = ?12 b. (a) Increasing on (?6, 0) and (0,6) decreasing on (??, ?6) and (6, ?) (b) Rel. max. f(6) = 12, rel. min. f(?6) = ?12 c. (a) Increasing on (??, ?6) and (6, ?), decreasing on (?6, 0) and (0,6) (b) Rel. max. f(?6) = ?12, rel. min. f(6) = 12 d. (a) Increasing on (??, ?6) and (6, ?), decreasing on (?6, 6) (b) Rel. max. f(?6) = ?12, rel. min. f(6) = 12
Divide.
A. 4 B. 14 C. 0.4 D. 1.4
Evaluate.
A. 12.5 B. 625 C. 5 D. -5