We can actually deduce that the two details in the excerpt of Austen’s novel that are included in the excerpt of Mackaye’s play is:
- My dear Mr. Benett, said his lady to him one day.
- How can you be so tiresome?
<h3>What is excerpt?</h3>
Excerpt refers to an extract from a book, a quote, a passage or even a film. Excerpts are usually used to buttress a point or to make evaluations.
We see here that the above are the two details in the excerpt of Austen’s novel are included in the excerpt of Mackaye’s play.
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Answer:
He goes to the lake to get a drink of water, and he sees something bright sticking out of the middle of the lake. No, it's not Excalibur. At first he can't figure out what it is, but then he realizes that it's the tail of the plane. The tornado somehow flipped the plane around and raised the tail up in the water.
Explanation:
<span>There is some truth to
this myth backed up by science explanation. A snake’s nervous system will still
be functional for approximately 10 to 12 hours after they are pronounced dead.
So probably that is where the myth or saying “a snake wont die til the sun goes
down” came from. Because 10 to 12 hours is enough time from the morning for the
sun to set down, and the nervous system will be completely dysfunctional and
only will be then that the snake is truly dead. So the best way to ensure the
snake does not bite you or attack you is to kill it, cut off its head and bury
it so that its nervous system will be readily dysfunctional.</span>
<span>#1) Calculate the side lengths a and b to two decimal places.
Answer: In order for us to calculate the side lengths a and b we have to do the following: First calculate angle C = 180-(58+82). If we solve this we will get 40. Now using the sin rule we will have our 3 forms: a/sin58, b/sin82 and, 8.4/sin40.
To solve for a we have (8.4sin58)/sin40 = 11.08
To solve for b we have (8.4sin82)/sin40 = 12.94
Therefore the correct answer is Choice B) a = 11.08 and b = 12.94
<span>I hope it helps, Regards. </span></span>
Answer:
A. It is never O.K. to use offensive language or insult someone in a business e-mail or letter.
Explanation:
That'd be unprofessional and offensive.
