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Solve. Graph the solution and write the solution in interval notation.
2x+4≤3(x+2)
2x+4≤3(x+2) Multiply numbers 8≤3(x+2) distribute 3 through the parenthesis 8 ≤ 3x +6 Move the variable to the left and change ints sign 8 - 3x ≤ 6 Move the constant to the right-hand side And change its sign -3x ≤ 6 - 8 Calculate the diffrences -3x ≤ -2 Divide both sides of the inequiality by -3 and flip the inequality sign X ≥ 2/3 - solution
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