The importance of improving agricultural productivity for the industrialization of economic production in Europe in the period from 1750 to 1900 is that as less labor was needed on farms, more people moved to urban areas to work in factories.
<h3 /><h3>First Industrial Revolution</h3>
It began in England in 1760, a period in which the transition from the feudal to the capitalist system took place. This transition occurred due to the technological development in Europe, which generated several economic and social transformations in the world.
Therefore, the impacts of the Industrial Revolution are related to the productive processes, which ceased to be artisanal to be developed in factories with the use of machines, thus emerging new working relationships.
The correct answer is:
- Because less labor was needed on farms, more people moved to urban areas to work in factories.
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2 will agree and 2 will disagree so the answer is 4
From the options given, the only option which would result on having a reduced error margin, is to increase the sample size.
<u>Recall</u><u> </u><u>:</u><u> </u>
<em>Margin of Error</em> = Zcritical × σ/√n
- Increasing the mean would have no impact on the margin of error as it is not a part of the factors which affects the margin of error value.
- Increasing the standard deviation, which is the Numerator will result in an increased margin of error value.
- By raising the confidence level, the critical value of Z will increase, hence widening the margin of error.
- The sample size, n being the denominator, would reduce the value of error margin.
Hence, only the sample size will cause a decrease in the margin of error of the interval.
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I would say C. Simply because (a) letters of recommendation from your friends would do no good. (b) anything favorable won’t help. (c) knowing CPR won’t benefit the position. (d) and an essay stating your qualifications seems pointless.
Attached below is the filled table indicating for each pair of function :
From the attached table the functions in the box are indicated with Y or N where : Y = yes
N = No
To indicate whether a is ο, ω or ɵ of b assuming the given constants in the question. To justify if the each pair of functions is ο, ω or ɵ of b. Apply the L'Hospital's rule K times for each pair of function.
<h3>L'Hospital's rule</h3>
L'hospital's rule states that when there is an indeterminate numerator
( i.e. 0/0 or ∞ / ∞ ) and denominator the best line of action is the differentiation of the numerator and denominator taking the limit
Hence we can conclude that the filled table is the complete answer
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<em>Attached below is the complete question and answer </em>