Answer:
meeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee
Explanation:
The correct answer is Form new memories
It was thanks to the patient H.M. that the mechanisms for storing chronological facts, names, objects began to be understood; in short, from memory.
Before Molaison underwent experimental surgery in 1953 that removed an important region of his brain, this was an abstract concept. The doctors knew that the memory existed, but they had no idea where it was. Forgetfulness and amnesia were treated more in the offices of psychoanalysts than neuroscientists. Nobody was suspicious of the existence of different types of memory: a short-term memory, which allows you to memorize a phone number and dial it a short time later, and then forget it; and another long-term, through which facts, names and acquired skills are stored. Much less could scientists assume that long-term memory has subdivisions.
The characteristics of an epic hero that Gilgamesh demonstrates in this excerpt are options A. leadership B. courage and E. compelling speech
Firstly, the speech is an address of encouragement to the speaker's heater(s). It is meant to awaken the fighting spirit of the listener, what he has accomplished and how difficult it was. The speaker appeals to the sense of reasoning of the heater by persuading him or her or them not to relent, consequently, the speech is a compelling one.
Also, if the speaker had not had the courage in the first place, he wouldn't have had the mind to address his mates as such.
<h3>Who is an epic hero?</h3>
An epic hero is the main character of an epic work of art that tells the story or one through which the story of a grand quest is told such that they use their extraordinary or superhuman abilities to achieve great things. In literature, a hero is simply the protagonist, or main character.
Therefore, the correct answer is as given above
learn more about epic: brainly.com/question/1415908
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<span>The poison distribution can be used to approximate the binomial distribution when the sample size n is large. This is then calculated using the formula
P(X) = e^-(np) *(np)^x
substituting X= 3
P(3)= e^-(430*1.5/100) * (430*1.5/100)^3
P(3)= 0.00158*268.3
P(3) = 0.42
P(3) = 0.0042%
P= probability of X occurring given n and p
n= sample size
p= true probability
e= exponential constant ~2.718
X=number of sample successes</span>
