Bushido is known to means, the way of the warrior. It generally consist of moral code regarding samurai attitudes, behavior and lifestyle. The statement that is not one of the element of the bushido code of the Samurai warriors is that Samurai could chose to leave one employer for another.
- Bushido is used as a term regarding codes, practices, philosophies and principles of Samurai culture.
The Source of the Bushido is known to be Confucius’ teachings and Bushido was first used during the 17th century in Japan.
The 7 Virtues of Bushido were followed to a high levels of performance and self-discipline.
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The full question is below:
Which was not an element of the bushido code of the samurai warriors
Samurai could chose to leave one employer for another.
Samurai gave the daimyo military service in exchange for pay.
Samurai passed their warriors status from generation to generation.
The Prisoner choose the bread and not the key because he prioritized the
Cat for escaping.
This was contained in Act 5 of Hamlet which was written by William
Shakespeare. Hamlet saw himself as a righteous hero and didn't want to
do the wrong thing.
He picked the bread to fill his stomach and left the key so the cat because
it needed it more in order to escape and avenge his father's death.
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This situation reflects that perception is influenced by context (Option C). In consequence, perception can be defined as a subjective process.
Perception is a subjective process because it involves the interpretation of personal sensory experiences and feelings rather than facts.
The sensory information associated with the recognition of environmental inputs involves performing specific actions in order to respond to such environmental stimuli.
Perception is largely determined by the context in which sensory information is received.
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Answer:
Probability of fewer than 4 = 0.0339
Explanation:
This is a question on binomial distribution. It is a distribution which has two possible outcome; a success or a failure
Probability of success (p) = 49%
Probability of failure (q) = 1 - 49% = 1-0.49
Probability of failure (q) = 0.51 = 51%
n = 14
P(X = x) = (n!)/[(n-x)!x!] × p^x × q^(n-x)
Probability of fewer than 4 = Pr(X <4)
Pr(X <4) = Pr(X = 0) + Pr(X = 1) +Pr(X = 2) +Pr(X = 3)
Find attached the workings
From the workings, Pr(X <4) = 0.0339295
Probability of fewer than 4 = 0.0339 (approximately)