Explanation:
1.Belonging to a(n)
is important to
most adolescents and serves several functions. G. clique
2. A person's physical and biological makeup is his or her. C gender identity
3. According to Erik Erikson, adolescents go
through a(n)
a time of inner con-
flict in which they worry about their identities. E identity crisis
4.is an eating disorder in which an
individual refuses to eat and loses weight. J.anorexia nervosa
5.5. The biological event that marks the end of
childhood is A puberty
6.Albert Bandura's belief that individuals develop
by interacting with others is referred to as the
of development. F social learning theory
7. Feet that are too large for the body is an exam-
or the condition of uneven
growth or maturation of bodily parts. b. asynchrony
8.A person's
is the standard of how a
person with a given gender identity is supposed
to behave. D gender role
9.Oversimplified or prejudiced opinions and atti-
tudes concerning the way men or women
should behave are called. I.gender stereotypes
10.An adolescent's fear of being set apart from oth-
ers leads to
among peer group
members.
ple of . H conformity
The potential jobs are:
- Clinical research
such involved in the studies to invent new drugs to treat a certain type of illness
- Diagnoticians
Such as involved in determining what causes the patient's neurological related symtoms
- Cognitive neuroscientists
Involved in expanding the knowledge on how our cognitive functions could be associated with the brain's function
- NeuroSurgeon
Involved in surgeries that focused on inside the head area.
- Health adviser
Gives advice to people in maintaining their overall well being.
B is the correct answer to your question hope it helped
It has a neurotic....which on hydric pressure....releases.....and paralise the prey......and thus able to eat or defense as well !
Answer:
The answer is 83.38%.
Explanation:
The probability of young children having blood levels that impair their neurological development is given as 60% in the question. To find the probability of at least 5 children out of 10 in a sample having said blood levels, we need to use the binomial probability.
n represents the total number of children in the sample so n = 10 and p is the probability of the children having blood levels causing the problem which is 60% so p = 0.6.
We want the probability of it being observed for 5 or more children and that is 
. If we subtract the 
from 1, which is the probability of not observing the condition in 5 or more children, we will have the .
which are the probability range in the function, the sample size and the probability of observing the condition respectively.
The result is 1 - 0.1662 = 0.8338 which means that the probability that is asked is 83.38%.
I hope this answer helps.
