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The equation is 18 = 5p + 3           

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According to Subtraction property of equality: if a = b, then a \"\" c = b \"\" c.

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18 \"\" 3 = 5p + 3 \"\" 3               (Subtract 3 from both sides).

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  18 \"\" 3 = 5p                                      (Additive inverse property: 3 \"\" 3 = 0)

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  15 = 5p                                    (Subtract: 18 \"\" 3 = 15)

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\"\" \ \

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According to division property of equality:

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For any number a, b and c, If a = b then  \"\" \ \

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\"\"                                (Divide both sides by 5)

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\"\"                                    (Cancel common terms)

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p = 3                                        (Divide: \"\")

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\"\"

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Check:

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To check the solution, substitute p = 3 in original equation.     

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18 = 5(3) + 3

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15 = 15 + 3                              (Multiply: 5(3) = 15) \ \

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18 = 18                                    (Add: 15 + 3 = 18) \ \

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Compare the values, the equation is true.

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The value of p