Mathematics, 13.07.2019 13:00 snikergrace
Noah solved an equation as shown below and found that the equation has infinitely many solutions.β3(x+4)+2x=2(x β 6)β 3xβ3xβ 12+2x= 2xβ 12β 3xβx β 12= βx β 12which explains whether noah is correct? a. noah is correct because the two sides of the equation are equivalent expressions. b. noah is correct because if he continues the solution, the final solution will be x = β2c) noah is not correct because the equivalent expressions mean that there is no solution. d. noah is not correct because he used the distributive property incorrectly.
Answers: 1
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Noah solved an equation as shown below and found that the equation has infinitely many solutions.β3(...
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