Answer
The given statement in symbolic form is\[\sim \left( p\vee q \right)\wedge \left( \sim p\wedge \sim q \right)\].
Work Step by Step
\[p\]: \[x<5\], and \[q\]: \[x>8\].
The given statement first shows the negation of the disjunction of the statement\[p\]and the statement \[q\]and then the conjunction of\[\left( \sim p\wedge \sim q \right)\].
Hence, the given statement in symbolic form is\[\sim \left( p\vee q \right)\wedge \left( \sim p\wedge \sim q \right)\].
The truth table for the given statement is below:
