Answer:
It sure is different
Explanation:
This statement makes Carolinas response more evasive. An evasive answer is an answer given when a person is trying to avoid giving an honest answer to a direct question or their true feelings about something. Carolina gave an evasive answer are so that she would not have to admit the truth. Giving her true opinion may cause negative implications from Arthur.
Dante invented the concept of contrapasso, the idea that sinners should be punished in a way that mirrors or resembles the sin. Dante primarily intended to explain biblical justice through his contrapasso, but in order to do so more effectively, expanded upon tradition, and thus inevitably added some of his own invention.
The scenario reflects the developmental principle of
multifinality. The developmental principle of multifinality means that the
individual will likely have similarity in terms of their history in which the
outcome of it will likely be different and can have a more the outcome will be
varied widely.
Answer:
D
Explanation: Its kind of process of elimination, the Declaration of Rights was wanted by the Anti-Federalists or they would not have ratified for the Constitution, so A would've been exactly what they did not want, because the separation of powers was keeping one person from being in charge of everything. For B no one wanted that because that would have not been good for a new country economically. And for C the reason they were making a constitution would be so there would be no King.
If you estimated the length of the bottom line perfectly on every trial, the error percentage for each trial would be (A) 0%
If one makes an accurate calculation of how long the bottom life will last, the percentage of error will likewise be zero.
This is further explained below.
<h3>What is
the percentage of error?</h3>
Generally, The difference that exists between an exact value and an estimate of that value is referred to as the approximation error in a data value.
Both an absolute mistake and a relative error are viable ways to describe this particular issue.
In conclusion, If you were able to predict the length of the bottom line with absolute precision on each and every try, the error percentage for each and every try would be (A) 0%.
If one makes an accurate calculation of how long the bottom life will last, the percentage of error will likewise be zero.
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complete question
If you estimated the length of the bottom line perfectly on every trial, what would the error percentage be for each trial?. 0% 100% 50% 10%
