Question: I need solve this question following graph of the function g. Q10 D For which value(s) of a does g(x) approach a different number from

 I need solve this question following graph of the function g.

I need solve this question

Q10 D For which value(s) of a does g(x) approach a different

following graph of the function g. Q10 D For which value(s) of a does g(x) approach a different number from the right side than it approaches from the left side? (Select all that apply.) U -3 -2 U -1 3 For which value(s) of a does g(x) increase or decrease without bound as x approaches a or for which value(s) of a is g(x) not defined? (Select all that apply. U -3 U -2 U -1 1 3 From the given graph of g, state the numbers at which g is discontinuous. (Enter your answers as a comma-separated list.) x = The quantity of oxygen that can dissolve in water depends on the temperature of the water. (So thermal pollution influences the oxygen content of water.) The graph shows how oxygen solubility S varies as a function of the water temperature T. Q11 S (mg/L) 20 16 12 8 T ( C ) 8 16 24 32 40 (a) What is the meaning of the derivative S'(7)? What are its units? S'(T) is the rate at which temperature changes with respect to the oxygen solubility. The units are "c/(mg/L). S'(T) is the rate at which temperature changes with respect to time. The units are "C/s. S'(T) is the rate at which oxygen solubility changes with respect to the time. The units are (mg/L)/s. S'(T) is the current level of oxygen solubility for a given temperature. The units are mg/L S'(T) is the rate at which oxygen solubility changes with respect to the water temperature. The units are (mg/L)/"C. (b) Estimate the value of S'(16) and interpret it. (Round your answer to three decimal places.) S(16) =

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