Check if $$x = 2$$ is a solution to the equation $$3x + 1 = 10$$.

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$$x = 2$$ is not a solution to the equation $$3x + 1 = 10$$. To check if $$x = 2$$ is a solution to the equation $$3x + 1 = 10$$, we will substitute $$x$$ with $$2$$ in the equation and see if both sides are equal. Starting with the left side of the equation: $$ 3x + 1 $$ Substituting $$x = 2$$: $$ 3(2) + 1 $$ Calculating this gives: $$ 6 + 1 = 7 $$ Now, we compare this result with the right side of the equation, which is $$10$$: $$ 7 \neq 10 $$ Since the left side does not equal the right side, we conclude that $$x = 2$$ is not a solution to the equation $$3x + 1 = 10$$.

Check if \(x = 2\) is a solution to the equation \(3x + 1 = 10\).

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Check if \(x = 2\) is a solution to the equation \(3x + 1 = 10\).

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