Question

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Answer 1

The simplified version of the expression is

(p/6) - (4/5)

Step-by-step explanation

We are told to combine terms and create a single expression

`-(2)/(3)p+(1)/(5)-1+(5)/(6)p`

To do this, we bring the terms with p together and the terms without p too together and take the LCM to add and simplify these

`\begin{gathered} -(2)/(3)p+(1)/(5)-1+(5)/(6)p \\ =-(2)/(3)p+(5)/(6)p+(1)/(5)-1 \\ =\frac{-4p+5p_{}}{6}+(1-5)/(5) \\ =(p)/(6)-(4)/(5) \end{gathered}`

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