Final answer:
The question is about solving the equation 4/3x+2=5x and identifying the corresponding graph. There appears to be a mix-up with unrelated information about proportions and graphing the equation y = 9 + 3x. The correct approach to solve the equation was described, but without graphical context, a specific graph cannot be identified.
Step-by-step explanation:
The student asked which graph represents the solution for the equation 4/3x+2=5x. To solve this equation algebraically, we need to isolate the variable x. However, it seems that the information provided in the question does not directly relate to the solution of the given equation. Instead, there is a mix-up with an example of setting up a proportion, finding the slope of a line, and graphing the equation y = 9 + 3x.
For the equation 4/3x+2=5x, we would solve for x by first combining like terms or using inverse operations to get all x terms on one side and constants on the other. The correct approach would be to subtract 4/3x from both sides of the equation and subtract 2 from both sides, which simplifies to 0 = 5x - 4/3x - 2, giving us a single-variable linear equation that can be solved for x. However, without a clear graph or further context, this explanation cannot indicate which specific graph represents the solution to the original equation.