Answer:
0.9209
Explanation:
For a normally distributed random variable, the only way to find areas is using the z score. The z score is given by the equation:
Where μ is the mean, σ is the standard deviation and x is the raw score to be measured.
The area under the standard normal curve that lies between the interval z=-2.73 and z=-1.39
From the z table, Area between -2.73 and -1.39 = P(z < -1.39) - P(z < -2.73) = 0.0823 - 0.0032 = 0.0791
Since the Area between -2.73 and -1.39 is 0.0791, the are outside the interval = 1 - 0.0791 = 0.9209
According to C. Wright Mills, one quality of mind do all great sociologists possess is sociological imagination.
<h3>
What is sociological imagination?</h3>
Sociological imagination refers to the ability of someone to form an outlook on life through their own personal experiences as they interact with members of their society over time. This outlook they form can change based on newly acquired experiences.
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In the king's final hours, he received his five-year-old great-grandson, the successor future Louis XV, to share his legacy. He advised his grandson to try to avoid going to war as much as possible, and to focus on relieving the burden on the people. He said that this was the ruin of the people.
<h3>What does
legacy mean?</h3>
A legacy is someone who has three mortal grandparents and one godly grandparent, or who is a further descendant of a particular deity. There is no distinction between a legacy of Ares/Mars and a legacy of Zeus/Jupiter because a legacy only counts the god it is descended from as an ancestor, not that deity's parents or grandparents. But through different ancestral combinations, it is possible to carry the genetic legacy of two or more gods.
As with Octavian's gift of prophecy or Periclymenus' descendants gaining the ability to change their shape, it is demonstrated that legacies can occasionally possess the skills of their divine ancestor. Some legacies do possess the skills of their divine ancestor, but this is only true of some of them.
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The strength of the electric field (E) at the position indicated by the dot can be obtained with the formula: E = F/q where;
F = Force exerted per unit and
q = Positive electric charge at that point.
<h3>What is the Strength of an Electric Field?</h3>
The strength of an electric field, E refers to the force exerted per unit positive charge. It is indicated by the formula: E = F/q. Its SI unit is Newton per Coulomb or Volts per Meter (V/M).
Note that the strength of an electric field is strongest where the lines are close and weakest when the lines are further apart.
The complete question is not provided but the above formula can be used in arriving at the answer.
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