3 7x 3) Suppose a classmate solved the rational equation: x-5 x+2 x– 3.x – 10 He stated that the solutions are x 5 and x -3. However, you recognize without even looking at his work that he cannot be fully correct. Explain why that student would be considered incorrect for the stated solutions.

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Q: The solution set for x2 - 4x - 37 = 0 is {2 ± √41}. With a calculator, we found a rational…

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Q: 3 7x 3) Suppose a classmate solved the rational equation: x-5 x+2 x – 3x –10 He stated that the…

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A: Disclaimer: Since you have asked multiple questions, we will solve the first question for you. If…