Question

1. Let p and q be propositions
p : you drive over 65 miles per hour.
q : you get a speeding a speeding ticket.

Write these propositions using p and q and logical connectives
a) (4 pts) You drive over 65 miles per hour and you do not get a speeding ticket.
b) (4 pts) If you do not get a speeding ticket then you are not driving over 65 miles per hour.

Answer 1

is this the q you sent me?

Answer 2

Yes

Answer 3

I could use your help with a few problems if that is possible.

Answer 4

there is only 2 options?

Answer 5

do you want me to send you the document? I can email it to you

Answer 6

Yes that is the only options for the problem

Answer 7

sorry busy

Answer 8

sounds like its b

Answer 9

How did you get to that answer?

Answer 10

i am not sure that its B

Answer 11

do you have any other q that i might know?

Answer 12

yeah
Construct a truth table for the following logical expression, [(pvq) rightarrow (pvq).

Answer 13

for the first question a) P ^ ~Q
b) ~Q --> ~P

Answer 14

\[(p V Q) \rightarrow (p \Lambda q)\]

Make a truth table.

Answer 15

p, q, (p v q) --> (p v q)

T, T, T
T, F, T
F, T, T
F, F, T

Answer 16

sweet

Answer 17

i gotta go if u have another q send it to me i might be able to answer it

Answer 18

Show that (p\rightarrow q) and (~q\rightarrow ~p) are logically equivalent using truth tables.