+Answer:
Explanation:
Lets A be the machine fills to specification
Lets B be the machine fills to under fill
Lets C be the machine overfill
Lets P(A) = 0.990
Lets P(B) = 0.001
A
See P(A) + P(B) + P(C) = 1
⇒ 0.990 + 0.001 +P(C) = 1
⇒ 0.991 +P(C) = 1
⇒ P(C) = 1 - 0.991
which gives P(C) = 0.009
B
Now we got to find the probability that the machine fill to specification and underfill is equals to 0 because a machine can't fill to specification and underfill at the same time.
so need to find P(B')
⇒ P(B) + P(B') = 1
⇒ 0.001 +P(B') = 1
⇒ P(B') = 1 - 0.001
⇒ P(B') = 0.999
C
Now we got to find the probability that machine overfill or undefill
we will find then P ( B ∩ C)
⇒ P ( B ∩ C) = P (B) + P(C)
⇒ P ( B ∩ C) = 0.001 + 0.009
⇒ P ( B ∩ C) = 0.01
which means the probability to overfill or underfill is 0.01
Maria's confusion may be due to a process from Piaget's theory known as accommodation.
Accommodation refers to the cognitive process wherein an individual's existing schema (such as long-haired people are girls) no longer works and needs to be modified to deal with new situations or objects. In this example, Maria's schema or existing knowledge of whom long-haired people are no longer includes just girls, it has now been modified to include boys too.
Answer:
the resistance to the spread of a contagious disease within a population that results if a sufficiently high proportion of individuals are immune to the disease, especially through vaccination.
Explanation:
Richard nixon propsed the development of EPA
The answer to this question is endcoding.
In science of memory, encoding refers to the process of processing the data that we have to be an applied context that could help us in our daily life.
Other example of encoding would be using one's knowledge in chemistry to help that person develop a certain cooking technique.
