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Kaplan ACT

Notes from 6-month access

QuestionAnswer
Kaplan Math Method 1. State what the question is asking 2. Examine the given information 3. Choose your approach 4. Confirm that you answered the right question
Use picking numbers when... there are variables in the question and answer choices or percentage questions without a starting number (pick 100)
Use backsolving when... you have managable numbers in the answer choices (start with B or C and test the answers until you find the right one)
Scientific notation using expoents to express very big or small numbers
Radicals can combine roots by multiplying, cannot combine roots by adding, can divide roots, square root is an exponent of 1/2, a radical can be written using a fractional exponent
Reading Passage strategy 1. extract everything you can from pre-passage blurb (identifies passage type) title introduces topic, know why author wrote it 2. read each passage - use keywords (reveals authors intentions and POV) OPINION KEYWORDS
Reading Passage strategy #2 passage structure is more important than details, think about why each paragraph was written, jot down a note identifying the purpose of the paragraph WHY, SHORT NOTE, SUMMARIZE MAIN IDEA, AUTHORS PURPOSE
Reading Question Method 1. Unpack the question stem - gives clues of where to find the answer 2. Research the answer in the passage (open book) 3. Predict the answer 4. Find the correct answer
Reading Question Method #2 "According to the passage..." = answer is directly in the passage "The author most likely mentions _ to _" - use your understanding of the passage's overall purpose. * why the author wrote the passage and find the main idea and author's purpose
Types of Keywords Continuation, Contrast, Logic, Example, Sequence, Emphasis/Opinion
Continuation (and, also, in addition, moreover) - tells you more of the same idea is coming up
Contrast (although, but, however, on the other hand, nevertheless) - introduce a new idea - pause, recall the original idea, read the new idea, and note how the ideas differ
Logic (because, since, thus, therefore) - tell how the author is structuring an argument - note the author's view and how they support their view
Example (for example, as can be seen from) - introduce an explanation
Sequence (first, second, then, finally) - tell the order of events - note location in the text to look up if a question asks
Emphasis / Opinion (argues, most important critical, fundamental, sadly) - MOST IMPORTANT KEYWORD because they indicate sections of the passage likely to be tested - emotional words provide the author's tone, frequently tested - is the author +, - or neutral about situation
English Method 1. Identify the issue - what writing problem is the question asking us to address? - question stem and answer choices 2. Eliminate answer choices that do not address the issue 3. Plug in remaining choices to the passage and find one correct answer
Development Questions (how the writer develops their writing) - ask how to best convey ideas by asking to identify the best transition, best intro or conclusion, or where to place a sentence, + or - a sentence, or help writer achieve a goal USE QUESTION STEM
Grammar questions test writing conventions, all start with "Which choice makes the sentence most gramatically acceptable?", use the answer choices for clues as to what grammar problem needs fixing
Slope = rise/run or y2-y1/x2-x1
The amplitude of a trig function is (amplitude= size) the coefficient in front of sine, cosine, or tangent
Epiphany is the "aha!" moment, relization
when asked about the tone, consider the speaker's attitude and purpose behind the statement (usually one question about author's tone)
when an author introduces a scholor or another authority, pay attention to their opinions about different topics
knowing the author's intended autidnce can help you understand why details are/arent there
for science, use notes and definitions in the passage to know the meaning of values in tables or graphs
the most precise word is the one that most clearly conveys the author's meaning
least redundant almost always is shortest answer
sentence fragment an incomplete sentence missing a subject, verb, and/or complete thought
to correct a run on... use a period, use a semicolon, use a comma + fanboys conjunction, change one clause - make one dependent
parenthetical information info you can remove and still have a complete sentence (to know if a phrase is parenthetical remove the phrase from the sentence and if it's correct, the phrase is parenthetical
colons signal additional information after a complete thought
the part after the colon can be a complete sentence, but it doesn't have to be
Commas are used on the ACT... to seperate items in a list, with a FANBOYS conjunctin to seperate 2 independent clauses, at the end of an introductory phrase, to mark off parenthetical info
Semiconons on the ACT... seperate independent clauses without a FANBOYS conjunction, to seperate items in a list when a list item itself contains commas
Pronouns - look out for Agreement - make sure the pronoun we're using matches the noun it's replacing Form - what role does the pronoun play in the sentence (subject or object) Commonly confused pronouns Common singular pronouns
Pronoun Form - Subject - the thing doing the action Object - the thing being acted on Posessive - something belongs to the pronoun
Ratio one number compared to another number - written as a fraction or colon
Common mutipier a number multipied by both the numerator and denominator to get an equivalent ratio
proportion two ratios set equal to each other
rate a ratio that compares quantities in two different units (rate x time = distance)
percent change the percent by which a value increased or decreased (amount of change/original amount x 100%)
solving "in terms of" rewriting the equation so that the desired variable is by itself on one side of the equal sign
Word Problems label your variabes translate words into algebra, one step at a time write equation and plug in numbers
Cosine of x starts at 1 when x=0 (Cosine of 0=1)
Sin of x starts at 0 when x=0 (Sin of 0=0)
slope= rise/run - measures how steep a line is
vertical lines II have an undefined slope
slope= (y2-y1)/(x2-x1)
function rule with one optput for each input
nested functions (g(f(x)) work from the inside out
domain all possible x values
range all possible y vaues or f(x) values
transformation a change to the graph of a function, such as a shift, a flip, or a stretch f(x) + c - shift up by c units f(x) - c - shift down by c units f(x + c) - shift left by c units f(x - c) - shift right by c units
Created by: user-1777988
 

 



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