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Magazine Problem 7
Find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) \(f(x)=5 x-2\)
Problem 7
For the following exercises, find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) $$f(x)=5 x-2$$
Problem 8
Find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) \(f(x)=4 x^{2}-3 x+1\)
Problem 8
For the following exercises, find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) $$f(x)=4 x^{2}-3 x+1$$
Problem 9
Find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) \(f(x)=\frac{2}{x}\)
Problem 9
For the following exercises, find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) $$f(x)=\frac{2}{x}$$
Problem 10
For the following exercises, find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) $$f(x)=|x-7|+8$$
Problem 10
Find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) \(f(x)=|x-7|+8\)
Problem 11
For the following exercises, find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) $$f(x)=\sqrt{6 x+5}$$
Problem 11
Find the values for each function, if they exist, then simplify. a. \(f(0)\) b. \(f(1)\) c. \(f(3)\) d. \(f(-x)\) e. \(f(a)\) f. \(f(a+h)\) \(f(x)=\sqrt{6 x+5}\)
