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3. Define the following concepts. Use your own words as much as possible.
3.1 Register
3.2 Style
3.3 Cohesion
The random variable X_{1} , X 2 ,.......,Xn , are independent and each has a poisson distribution with mean 1. Let Y=X 1 +X 2 +........+Xn . find the conditional distribution of X mathcal N given Y.
Status difference affect how you use form of address
why will you recommend studies of philosophy im religion to your friend
Consider Y, the number of successes in Mindependent Bernoulli trials each with success
probability X. Suppose that X itself is a r.v which is uniformly distributed over (1, 0)
(a) Find the p.m.f of Y and identify the distribution
(b) What is the mean and variance of Y.
In Question 3 above, you defined some of the textual features that promote meaningful
understanding of texts. Read Texts A and B below. Then, compare the following textual features
of the two texts; genre, intended audience, purpose, and register
Required Object Class and Driver Class , Write a Java program to obtain transpose of a 4 x 4 matrix. The Transpose of the matrix is obtained by exchanging the elements of each row. With the elements of the corresponding column.
Suppose Colgate and Doctor Toothpastes are substitutes of each other; explain the effect of an increase in the price of Colgate on demand of Doctor Toothpaste? Also illustrate diagrammatically this change in the demand of Doctor Toothpaste will be entitled as change in quantity demanded or change in demand curve?
Give TWO reasons why you would paraphrase a text (rather that summarizing or quoting it) in your academic essay.
Write a paraphrase of each of the following sentences:
Many invertebrates, such as snails and worms and crustaceans, on the other hand, have a spiral pattern of cleavage.
Similarly, the muscles will not grow in length unless they are attached to tendons and bones so that as bones lengthen, they are stretched.
Besides being a theory about the basis and origin of knowledge and the contents of our minds in general, empiricism is also sometimes a methodology.
As opposed to this, Locke is often supposed to be saying that, in addition to properties, things have a “substratum” which “supports” their properties.
The number of eggs X laid by an insect is known to have a binomial distribution with
parameter n and p.(0<p<1) . Each egg laid has a probability of hatching independently
of the development of any other eggs.
(a) Show that the number of eggs hatched has a binomial distribution
(b) What does this mean?
(c) What is the mean and variance of the number of eggs hatched?
#340153 on Dec 2023