Solve the logic puzzle by using a grid.
-Joan has five skirts (black, brown, white, blue, and green)and five blouses (red, white, beige, pink, and black). She likes red and white together and likes the beige blouse with the brown skirt. She Doesn't like the way a dark blouse and a dark skirt look together. She does not like wearing her White blouse with her black nor green skirts. Considering that she will only match one blouse with Each skirt, what color blouse/skirt combinations will Joan have?
A)

\begin{array}{lll}\text { Blouse } & \text { and } & \text { Skirt } \\\text { pink } & & \text { white } \\\text { black } & & \text { brown } \\\text { beige } & & \text { green } \\\text { red } & & \text { black } \\\text { white } & & \text { blue }\end{array}

\begin{array}{lll}\text { Blouse } & \text { and } & \text { Skirt } \\\text { beige } & & \text { black } \\\text { red } & & \text { brown } \\\text { white } & & \text { blue } \\\text { red } & & \text { green } \\\text { black } & & \text { white }\end{array}

\begin{array}{lll}\text { Blouse } & \text { and } & \text { Skirt } \\\text { pink } & & \text { black } \\\text { brown } & & \text { beige } \\\text { red } & & \text { white } \\\text { blue } & & \text { purple } \\\text { black } & & \text { green }\end{array}

\begin{array}{lll}\text { Blouse } & \text { and } & \text { Skirt } \\\text { pink } & & \text { black } \\\text { beige } && \text { brown } \\\text { red } & & \text { white } \\\text { white } && \text { blue } \\\text { black } & & \text { green }\end{array}

Let P Represent the Statement, "Jim Plays Football", and Let ∼p∧q\sim p \wedge q∼p∧q

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Let P Represent the Statement, "Jim Plays Football", and Let $\sim p \wedge q$

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