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The question does not provide any options to choose
from so I looked it up, here are the options:
<span>A. </span>Colorado
B. Texas C. New York D. New Hampshire
The state he doesn't
say is “Texas”. Close to the finish
of the discourse, he mentions the majority of the states aside from Texas. He
additionally says others like Pennsylvania and Georgia, and Tennessee too. He
likewise says different spots like the Mississippi River and different
mountains etc.
<span>Capital resources or financial resources or money represents a critical resource that the national party organizations provide to state and local party organizations. This is needed for the proper functioning of the party at the local and state level. Without financial resources the basic needs like organizing party meetings, helping the causes that the party is supporting at the local and state level will not be possible.</span>
Answer:
cue-dependent forgetting
Explanation:
The forgetfulness of the professor can best be explained by cue-dependent forgetting. Cue-dependent forgetting is the failure to recall information when we do not have cues that give us "clues." Most of the time, these cues are context-dependent, like in the case of the professor. Without the "cue" of the academic context, he was unable to retrieve the information necessary to remember the student's name.
Answer:
Here's an accurate explanation as to why C is the correct answer:
A condition of the puzzle is that each person MUST make one statement that is false, and one that is true.
Start with suspect A: If the statement "B did it" is true, then A's other statement "I did not do it" must also be true. Since that does not meet the one true statement, one false statement condition, the statement "B did it" must be FALSE, meaning that A's statement "I did not do it" is TRUE.
On to suspect B: If the statement "I know that C did it" is true, then B's other statement "I did not do it" must also be true. Since that also does not meet the one true statement, one false statement condition, the statement "I know that C did it" must be FALSE, meaning that B's statement "I did not do it" is TRUE.
So if A and B did not do it, C did.
This perfectly harmonizes with C's statements: "I did not do it" (FALSE), and "B does not know who it was" (TRUE, as we determined that B's statement "I know that C did it" was false).
