Question

in exercises 35-40 write the statement in symbolic form let p: The tent is pitched q: The bonfire is burning

#40. The bonfire is not burning, however the tent is pitched.

Answer 1

brady hammond

Answer 2

~q ^ p

Answer 3

[AI-generated answer — Explain Bot]

To write the statement "The bonfire is not burning, however the tent is pitched" in symbolic form, we can use logical connectives to represent the conditions.

Let's assign the following variables:
p: The tent is pitched
q: The bonfire is burning

The statement can be broken down into two separate conditions:

Condition 1: The bonfire is not burning. This can be represented by the negation (~) of q, which means "not q".
Condition 2: The tent is pitched. This can be represented by variable p.

Combining both conditions, we have:

~q ∧ p

Therefore, the symbolic form of the statement is ~q ∧ p.