Question

P: Noelia eats ice cream q: Noelia has a milkshake Translate the following from symbolic notation to words. 9 --> p If Noelia eats ice If Noelia eats ice cream, then she will cream, then she will not have a have a milkshake. milkshake. If Noelia has a milkshake, then she will eat ice cream. If Noelia has a milkshake, then she will not eat ice cream.

Answer 1

If Noelia has a milkshake then She will not have icecream.

1) Considering the statements

P = Noelia eats ice cream

Q = Noelia has a milkshake

~P = Noelia doesn't /will not eat ice cream (Denies P)

2) Since we have a Conditional Statement, we can write the following translating into words

3) If Noelia has a milkshake then She will not have icecream. The last option is the right option to turn the logic notation into the current language. Since ~p denies the statement p.