I believe the prisoners and guards would have felt awkward on seeing each other in same civilian clothes.
It would be hard for them to handle while walking through the hallway.
<u>Explanation:</u>
At the conclusion of the study, I believe the students would have probably felt awkward on interacting with one another in classes and in public. Definitely the guards may feel ashamed of how they treated the prisoners. On the other hand the prisoners would feel cowed in the presence of those who treated them so poorly. Dr. Zimbardo says that the effect of study won’t last long on the lives of the participants.
Walking through the hallway again will make prisoners to handle it hard as they lived in prison there for some time. Especially when they were in psychology classes, because it was the room where they were isolated from the outside world and verbally abused. I'm sure it will be difficult for the participants to adjust back into their normal behaviors and routines.
Answer:
2048
Explanation:
The bulbs increase in a multiple of 2
Using the formula a(a^n) where a = 2 and n is the number of year
1 yr = 4
2yr = 8
3 yr = 16
4 yr = 32
5 yr = 64
6 yr = 128
7 yr = 256
8 yr = 512
9 yr = 1024
10 yr = 2048
Answer:
the power of judicial review
Explanation:
I think you maybe looking for Life Liberty and the Persuit of Happiness ((it originally was you could own land, but slaves weren't allowed to do so)) that what i learned in my highschool history class were the basic principles ((sorry if im wrong))
<em>Answer:</em>
<em>The distribution of a sample mean tends to be skewed to the right or left. </em><em> </em>
<em>Explanation:</em>
<em>The sampling distribution</em><em> is described as one of the probability distribution related to a statistic discovered via an entirely large number of various samples that are being drawn from a particular population. However, the "sampling distribution" of a particular population refers to the distribution of distinct frequencies related to a range of various outcomes that can occur towards the statistics of a given population. </em>
