Answer:
Negation = Pn ¬q
Contrapositive = ¬q = ¬p
Converse = q=p
Inverse = ¬p = ¬q
Explanation:
If today is new year's, then tomorrow is January.
Let P = If today is new year's eve
q = tomorrow is January
Negation of q = ¬q
The statement is represented as P=q
Negation ; today is new year's eve (p), then tomorrow is not January (¬q)
Negation = Pn ¬q
Contrapositive ; If tomorrow is not January (¬q), then today is not new year's eve(¬p)
¬q = ¬p
Converse ; If tomorrow is January, then today is new year's eve i.e if q then p
= q=p
Inverse ; if today is not new year's eve, then tomorrow is not January
if not p, then not q ; ¬p = ¬q
Answer:B Yes, as to the promise to respect the flag.
Explanation:The graduate is correct in terms of the promise to respect the flag , this part is unconstitutional so no one is forced to swear by it. However the she is wrong in the other two promises because those two are constitutional, The supreme Court does require that government employees uphold an oath to oppose any violent action that is meant to overthrow the government and they are required to uphold the state and Federal Constitution. This them makes the option A and C incorrect because in this regard the graduate isn't correct. Government can't however force an individual to show respect to the flag because someone may refuse to do due to their religious beliefs and as we know everyone has the right to freely pursue their religion of choice. Hence B is correct and D is incorrect.
The person that allegedly commited that crime
Answer:
Explanation:
“The labor movement led efforts to stop child labor, give health benefits and provide aid to workers who were injured or retired.“