Confounding variable when the effects of two or more explanatory factors are combined in a study, it is . As a result, any relationship that might exist between an explanatory variable and a response variable could be the result of one or more additional variables that were not taken into consideration during the investigation.
your snap score does rise when you get or open a snap. Your app activity, such as the articles you post, the users you add, the snaps you give and receive, and more, is effectively tracked by your snap score.Many users compare their snap scores in order to compete.
With one another or to add trophies to their Snap Trophy Case. Snap primarily considers the quantity of snaps you have sent and received while calculating your score.In other words, it monitors your usage; the higher your score, the more active you are. The number of friends you have, your stories, your trophy collection, and how often you utilise the app's various features are all examples of your activity.
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Confounding in a study occurs when the effects of two or more explanatory variables are not separated.
Confounding refers to the occurrence of the acts which are similar and can be explained through different terms but they are not separated properly because of which there are chances of confusion and so inaccuracy may occur while evaluating such data or information. A confounding variable can affect both response variable and explanatory variable. It acts as a link between dependent and independent variable. For example: If one drinks coffee, then it can be due to gaining fresh activity of body or because of taste, while both freshness and taste are not linked to each other in any way.
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Read the excerpt from Franklin D. Roosevelt's inaugural address.
Small wonder that confidence languishes, for it thrives only on honesty, on honor, on the sacredness of obligations, on faithful protection, on unselfish performance; without them it cannot live.
Using your knowledge of figurative language, the bold-faced section is an example of which technique?
Alliteration
Metaphor
Simile
Personification
The excerpt from Franklin D. Roosevelt's inaugural address is an example of personification. Option D
What is personification and how is it identified in the excerpt?Personification is a figure of speech in which non-human things or abstract concepts are given human characteristics or qualities. It is a way of making something non-human or non-living seem more relatable, interesting, or understandable to the reader or listener. Personification can take many forms, such as giving an object or concept a human form, giving it human emotions or behaviors, or giving it the ability to speak or think.
In the excerpt, confidence was given human characteristics. "without them it cannot live."
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Answer:
D
Explanation:
This task will prompt you to investigate a specific aspect of a literary work from the colonial era and its relationship to a particular topic in history. To complete this task, you must complete the following steps:
Select a particular topic that is relevant to the colonial era and the Age of Reason, and form a thesis that explores an aspect of that topic.
Research your topic and identify relevant information that supports your position.
Draft your historical investigative report and organize your research findings.
Produce a final draft by proofreading and revising your initial drafts.
Answer:
This shows men are not the same, as people with different skin colors, religions, beliefs, and other things. Are still fighting for their rights to this day. This is upsetting because I believe everyone should be equal no matter what they are.
There are many ways people have been fighting for freedom. There is TV, music, the news, and even social media. Social media is the most effective way for people to get their word out because there are a lot of people on different media websites. But there are not always going to be people who believe in what you are trying to say and can be very hurtful.
The fight for freedom will never stop because not everyone will have the same beliefs and religons. This shows that stuff from the past is always going to be happening in the future.
Need anything else. More explantion more writing? Feel free to comment below \/ !!
Answer:
This was a clear example of all men NOT being free, just because someone was of a different skin color. People of different skin colors, or even different ethnicities, still are fighting for their rights to this day, which is something so sad and upsetting to me, because all men are supposed to be “equal”, and yet there are still people, thousands of years later, fighting for their natural human rights they were supposedly born with. Literature, protests, and even media like TV and music, all are ways people have been fighting for freedom throughout the years. In my opinion, Literature and media have been the most effective, especially in more modern times. People are still having a struggle with being heard, even through protests. The fight for freedom hasn't stopped yet, and I think will go on for a very long time. This shows that things from even thousands of years ago are still relevant now.
determine whether each of the following sentences is a proposition. if the sentence is a proposition, then write its negation. (a) have a nice day. (b) the soup is cold. (c) the patient has diabetes. (d) the light is on. (e) it's raining today. (f) do you like my new shoes? (g) the sky is purple. (h) 2 3
The following sentences are a proposition. - (b) the soup is cold. (c) the patient has diabetes. (d) the light is on. (e) it's raining today. (g) the sky is purple. (h) 2 + 3 = 6 0 Every prime number is even.(i) There is a number that is larger than 17.
The sentences mentioned above are proposition and its negation are -
b. "The soup is not cold".
c. "The patient does not have diabetes".
d. "The light is not on".
e. "It’s not raining today".
g. "The sky is not Purple".
h. "It’s not true that every prime number is even".
i. "There is not a number that is larger than 17".
The question is incomplete. the complete question is -
Determine whether each of the following sentences is a proposition. If the sentence is a proposition, then write its negation (a) Have a nice day. (b) The soup is cold (c) The patient has diabetes.(d) The light is on (e) It's raining today (f) Do you like my new shoes? (g) The sky is purple (h) 2 + 3 = 6 0 Every prime number is even.(i) There is a number that is larger than 17
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