<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>
Answer: The correct answer is : Procedural memory
Explanation: The procedure memory stores information about how to perform some procedures such as: talking, walking, driving a car, riding a bicycle, swimming, climbing stairs, skiing, skating. It is said that procedural memory is part of a person's character and is a part of long-term memory responsible for knowing how to do things.
Answer:
distributed practice.
Explanation:
Many students review course material at various times during a semester so they will be prepared for the final exam. These students are especially likely to retain the information far into the future. This best illustrates the value of distributed practice. Distributed practice is a strategy of learning that makes use of smaller addiction of study and practice over a longer period of time rather than a short period of time. For example, studying something during two different sessions with a break of a few days (or even hours) in between, rather than learning it all in a go.
Answer: What an interesting experiment.
Placing my hands individually on the cold and hot water, waited for a few seconds then feeling it into the warm water, this is what I felt.
The hand that was in the COLD water felt HOT in the WARM water.
While the hand in the HOT water felt COLD in the WARM water.
With this, I concluded that I CANNOT trust my senses for measuring temperature.
Because a neutral individual will feel the warm water as warm but my hands having previously been put under some conditions, felt different.
Answer:
Capacity chunks can be added or deleted quickly and inexpensively.
Explanation:
Capacity decisions is a term related to capacity planning, which is a term used to describe the capacity of a production system for a product or service to meet the demand for these services. It is related to the ability of a production team to work at a rate capable of completing the production of a product in a certain and limited period of time.
Decision making has its importance in the production process, but many believe that this important one is not so serious, because capacity chunks can be added or deleted quickly and inexpensively.
