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Domain = {5, 19, 36, 47} Range = {-10, 1, 2} Yes it is a relation Answer Y = mx+ b form is y =

Domain = {5, 19, 36, 47} Range = {-10, 1, 2} Yes it is a relation Answer Y = mx+ b form is y = 4 25 x+ 3 6 Graph option B is correct Answer To obtain the graph of f(x), shift the graph y = 1/x upward, 10 units Graph option B is correct Domain = (-, 0) (0, ) Range = (-, 10) (10, ) Answer y = 4 35 x 3 3 Answer f(x) = option B domain = option B range = option C Answer Domain = {5, 19, 36, 47} Range = {-10, 1, 2} Yes it is a relation Answer Y = mx+ b form is y = 4 25 x+ 3 6 Graph option B is correct Answer To obtain the graph of f(x), shift the graph y = 1/x upward, 10 units Graph option B is correct Domain = (-, 0) (0, ) Range = (-, 10) (10, ) Answer y = 4 35 x 3 3 Answer f(x) = option B domain = option B range = option C Answer Vertex = (9, 0) Domain= (-,) Range = [0, ) Axis of symmetry x = 9 Increasing = (9, ) Decreasing = (-, 9) Vertex is minimum Option A is correct Answer Domain = {5, 19, 36, 47} Range = {-10, 1, 2} Yes it is a relation Equation is y = 1 x3 Answer Y = mx+ b form is y = 4 25 x+ 3 6 Graph option B is correct Answer To obtain the graph of f(x), shift the graph y = 1/x upward, 10 units Graph option B is correct Domain = (-, 0) (0, ) Range = (-, 10) (10, ) Answer y = 4 35 x 3 3 Answer f(x) = option B domain = option B range = option C Answer Vertex = (9, 0) Domain= (-,) Range = [0, ) Axis of symmetry x = 9 Increasing = (9, ) Decreasing = (-, 9) Vertex is minimum Option A is correct Answer Domain = {5, 19, 36, 47} Range = {-10, 1, 2} Yes it is a relation Equation is y = 1 x3 Answer Y = mx+ b form is y = 4 25 x+ 3 6 Graph option B is correct Answer To obtain the graph of f(x), shift the graph y = 1/x upward, 10 units Graph option B is correct Domain = (-, 0) (0, ) Range = (-, 10) (10, ) Answer y = 4 35 x 3 3 Answer f(x) = option B domain = option B range = option C Answer Vertex = (9, 0) Domain= (-,) Range = [0, ) Axis of symmetry x = 9 Increasing = (9, ) Decreasing = (-, 9) Vertex is minimum Option A is correct

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