It is 1 which appears to be a prime number however it's neither a prime number or a composite number since it has just a single factor which is itself.
A prime number is a whole number greater than 1 whose just factors are 1 and itself. A factor is a whole numbers that can be partitioned evenly into another number. The initial couple of prime numbers are 2, 3, 5, 7, 11, 13, 17, 19, 23 and 29.
The essay “Jesus Shaves” by David Sedaris is part of his book <em>Me Talk Pretty One Day</em> and it tells the story of a French class he was in while studying abroad in Paris. The class is trying to explain to a Moroccan student what Easter is, but their lack of language skills make for a comical attempt.
Part of the reason why the essay resonates with so many people is because of his description of experiences that are common to all students.
First, the fact that the Moroccan student asks a basic, obvious question that is very pertinent to the topic, yet no one really knows how to explain it despite its simplicity.
Also, the way Sedaris defends American traditions when questioned by his teacher exemplifies the experience any student has when challenged by a professor.
Most importantly, the difficulty and frustration any language learner experiences when they are trying to explain themselves, yet they lack the words to do so as precisely as they would like.
He was born January 20, 1716
At the level of 0.05% significance we can not reject the psychologist's claim. His claim is supported.
Explanation:
When a researcher undertakes a project to do research firstly he takes some random samples. Sample is definite a small group of numbers assume to represent the whole population. Suppose a researcher wants to do research on married couples to find the trend of divorce among them. For that reason he will randomly choose some of the couples and will draw conclusions that inter personal communication reduce the chances of divorce.
Now to establish this experiment as a fact he needs to go through a test of level of significance. Where he will get the result that his statement is established or rejected.
