Name the grammatical error:
Nancy was originally sad that her friends were partying in Vegas without her, however, now she's glad she took a summer class.
RUN-ON SENTENCE
(to be specific, COMMA SPLICE)
Correct the following:
Linda enjoys a variety of hobbies. Such as, traveling, cooking, and reading.
Linda enjoys a variety of hobbies, such as traveling, cooking, and reading.
Name two reasons why journal articles are more reliable than newspaper articles
Written by experts on the topic
It was reviewed by experts on the topic
Firsthand evidence (the articles are typically written by the researcher who conducted the study)
More thorough
These are three traits of an effective thesis statement in English 100.
--specific
--debatable
--focused enough for a 5-6 page essay
--include "because" section
--concise (1-2 sentences)
Please match these up correctly:
Titles of articles (and other short works)
Titles of journals (and other long works)
Italics
Underline
Quotation Marks
What is Titles of articles (and other short works): Quotation Marks
Titles of journals (and other long works): Italics (or underline if writing by hand)
Correct the following sentence:
My favorite things about fall are getting a break from hot weather, pumpkin spice drinks, and to smell the air after it rains.
My favorite things about fall are getting a break from hot weather, having pumpkin spice drinks, and smelling the air after it rains.
Which is correct?
A) There are political changes taking place that will affect community college students across the state.
B) There are political changes taking place that will effect community college students across the state.
A) There are political changes taking place that will affect community college students across the state.
Why is it sometimes more helpful to find sources via our databases (instead of google)?
--Can select specific databases that relate to your topic
--Can focus just on specific types of scholarly works
Name THREE specific places in which you can address a counterargument in your essay
Towards the beginning before your supporting points
Immediately a supporting point or piece of evidence
As its own paragraph before the Conclusion
If you take a few sentences from a source and change words here and there, you definitely need to include a citation, but you don't need to use quotation marks.
True or False?
What is FALSE?
This is what FANBOYS stands for.
The 7 coordinating conjunctions: FOR, AND, NOR, BUT, OR, YET, SO
The growth mindset formula:
Growth/Learning=Effort + _____ + ________
Help from others + Smart strategies
You found a TIME magazine article on your research topic, and it contains several relevant quotes from experts on your topic. Should you use this article in your essay or not? EXPLAIN YOUR ANSWER.
Answers will vary. :)
These are three components of an Introduction
Hook
Context/Background
Thesis
You are quoting Coach McKeever in your essay, who is quoted in an article written by Holly Schroth. Whose name do you put in the citation after the quote?
Schroth
Demonstrate TWO different ways to correct the following run-on:
I generally think rodents are very cute animals, I'm a little afraid of hamsters.
I generally think rodents are very cute animals. However, I'm a little afraid of hamsters.
I generally think rodents are very cute animals; however, I'm a little afraid of hamsters.
I generally think rodents are very cute animals, BUT I'm a little afraid of hamsters.
I generally think rodents are very cute animals although I'm a little afraid of hamsters.
The topic sentences of your body paragraphs should contain transitions. How should you figure how to create a transition (hint: think about the purpose of transitions).
Consider how the point of the current body paragraph is related to the point of the previous body paragraph. Your transition should indicate what that relationship is.
You've found an article that addresses your research question PERFECTLY and it refers to numerous studies as evidence. However, the author did not mention where those studies were conducted or by whom. Is this a useful article or not? EXPLAIN YOUR ANSWER.
Answers will vary :)
Name two possible ways to respond to a counterargument
1) Show that it is false
2) Acknowledge that it may be true--> then explain HOW/WHY your argument is still valid even though the counterargument is true.
You're researching the topic of how multitasking when studying affects learning and your EBSCO search brings up 10,000 results, and these are FOUR different strategies you can use to narrow your results. (Your search terms were "multitasking" "learning.")
Answers will vary.
Correct all the errors in this picture:
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
Grammar
Lose
Their
It's
Too
What is metacommentary?
When should you include it in your essay?
What is one phrase you can use to introduce metacommentary?
Commenting on or explaining something you just said.
To clarify, to prevent readers from misinterpreting your words
"In other words..."
Imagine that you have a relevant article in researching your topic. How will you decide if it's a credible enough article to use in your essay? List at least three criteria or questions that you would ask yourself in arriving at a decision.
--Author's credentials
--Currency
--Reputation of publication
--Reliability of evidence
--Bias
--Thoroughness
All the information you can consider including BEFORE you include a quote in your essay
What are: --source and credentials --type of source and summary --context for that quote
You found some helpful sources when searching your topic on EBSCO. Name 4 other research strategies you can use BEYOND using EBSCO.
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