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1. Relevant equations
1) Let X = [0,4] ⊂ R and y = f (x) = 2 - x/2. Describe the set { x : f (x) < 1, x ∈
X} and graph the set { (x,y) : y = f (x) < 1, x ∈ X} in the co-ordinate plane.
2) Let X = R2+ \{(0,0)} and y = f (x) = x2 /x1. Graph the set { x : f (x) = 1, x ∈ X}
in the co-ordinate plane.
2. The attempt at a solution
1) I am not sure what "Let X = [0,4] ⊂ R" means. As for the graph, is it not merely a line like this "\" stopping just before y = 1?
2) Is it not merely a horizontal line at y = 1?
1) Let X = [0,4] ⊂ R and y = f (x) = 2 - x/2. Describe the set { x : f (x) < 1, x ∈
X} and graph the set { (x,y) : y = f (x) < 1, x ∈ X} in the co-ordinate plane.
2) Let X = R2+ \{(0,0)} and y = f (x) = x2 /x1. Graph the set { x : f (x) = 1, x ∈ X}
in the co-ordinate plane.
2. The attempt at a solution
1) I am not sure what "Let X = [0,4] ⊂ R" means. As for the graph, is it not merely a line like this "\" stopping just before y = 1?
2) Is it not merely a horizontal line at y = 1?
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