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Use the graph of f and the table of g to determine the limit of 2 times begin quantity f of x end quantity squared minus 3 over f of g of x as x approaches 5 according to limit theorems. (3 points) Find the limit of f of x as x approaches 5 or explain why it does not exist. Use correct limit notation in your answer. (3 points) If f(x) = 1 βˆ’ x and g of x equals the square root of begin quantity x plus 3 end quantity minus 2, then find the limit of f of x over g of x as x approaches 1. Justify your answer and use correct limit notation in your work. (4 points)


Use the graph of f and the table of g to determine the limit of 2 times begin quantity f of x end q
Use the graph of f and the table of g to determine the limit of 2 times begin quantity f of x end q

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