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Choice B is correct. The graph shown is a line passing through the points (0,40) and (60,0). Since the relationship between x and y is linear, if two points on the graph make a linear equation true, then the equation represents the relationship. Substituting 0 for x and 40 for y in the equation in choice 8x +12y = 480,yields 8(0)+12(40)= 480,or 480 = 480 ,which is true.Substituting 60 for x and 0 for y in the equation 8x +12y = 480 yields 8 (60)+12(0)= 480, or 480 = 480 , which is true. Therefore, the equation 8x +12y = 480 represents the relationship between x and y.
Choice A is incorrect. The point (0,40) is not on the graph of this equation, since 40 = 8 (0)+12, or 40 = 12, is not true. Choice C is incorrect. The point (0,40) is not on the graph of this equation, since 40 = 12 (0)+8, or 40 = 8, is not true. Choice D is incorrect. The point (0,40) is not on the graph of this equation, since 12 (0)+8(40)= 480, or 320 = 480, is not true.