What should you do before answering a multiple-choice question?	Read the directions and the entire question. Identify exactly what is being asked before choosing an answer. [Source PDF p. 2]	Test strategy
Which kinds of words can change what a test question asks?	Words such as first, best, worst, only, never, and not. Pay special attention to order, comparisons, and exceptions. [Source PDF p. 2]	Test strategy
What is a good first pass through a timed test?	Answer the easier questions first, track your time, and return to harder questions. Follow the test's navigation rules. [Source PDF p. 2]	Test strategy
How can you improve a guess on a multiple-choice question?	Eliminate answers you can show are wrong, then choose among the remaining options. The supplied guide recommends guessing when unsure. [Source PDF p. 2]	Test strategy
Why should you avoid reading too much into a question?	Extra assumptions can lead you away from the information actually given. Answer the question asked. [Source PDF p. 2]	Test strategy
What should you check when marking an answer sheet?	Match the question number to the answer row and mark the intended choice clearly, following the directions. [Source PDF p. 2]	Test strategy
According to this guide, how early should you plan to arrive?	At least 15 minutes early. Check the location beforehand and follow any newer instructions in your test invitation. [Source PDF p. 3]	Test strategy
What does the guide say about bringing a calculator?	Bring one ONLY IF ALLOWED. Check your actual test instructions rather than assuming permission. [Source PDF p. 3]	Test strategy
What preparation does the guide recommend for the night before and test morning?	Get a good night's sleep, eat breakfast, plan your route, bring identification and your test invitation, and monitor your time. [Source PDF p. 3]	Test strategy
What should a complete job application include?	Answers to all required questions, relevant paid and volunteer experience, training, education, accurate contact details, and required signatures. Proofread and meet the deadline. [Source PDF p. 3]	Test strategy
How are the sample proofreading questions scored?	Count spelling or wrong-word errors in each numbered line: a = 0; b = 1; c = 2; d = 3 or more. Use the key supplied on the actual question. [Source PDF p. 4]	English & reading
Can a correctly spelled word still be an error in proofreading?	Yes. A word can be spelled correctly but be wrong for the context, such as there instead of their. [Source PDF p. 4]	English & reading
Choose the right word: Employees improve (there/their) skills.	Their. It indicates possession. There refers to a place or introduces a statement. [Source PDF p. 4]	English & reading
Correct these spellings: inprove, responsability, suport, teh.	Improve, responsibility, support, the. [Source PDF p. 4]	English & reading
How many spelling errors appear in: They suport the new program?	One: suport should be support. With the sample key, choose b. [Source PDF p. 4]	English & reading
How many spelling errors appear in: Their training will be paid for?	Zero. Paid is the correct past-tense form here. The guide's sample answer key has inconsistent line numbering and a paid/paied mismatch; this card uses the displayed wording. [Source PDF p. 4]	English & reading
What three reading skills does the guide emphasize?	Accurate paraphrasing, summarizing the selection, and making reasonable inferences supported by it. [Source PDF p. 5]	English & reading
What is a paraphrase?	A restatement in different words that preserves the original meaning. [Source PDF p. 5]	English & reading
What is the difference between a summary and an inference?	A summary gives the main points. An inference is a conclusion supported by clues in the text. [Source PDF p. 5]	English & reading
A passage says slips and falls are the main causes of injuries. What is its stated primary cause?	Slips and falls. Choose the explicitly stated cause rather than another hazard merely mentioned in the passage. [Source PDF p. 5]	English & reading
A passage mentions lifting, spills, and slips. How do you choose its main point?	Use the passage's emphasis and explicit statements. A detail appearing in the text is not automatically the main point. [Source PDF p. 5]	English & reading
What does first signal in a question?	Choose the initial action in a sequence, not merely an action that could be appropriate later. [Source PDF p. 6]	English & reading
Use better or best when comparing exactly two runners?	Better. The comparative form compares two; the superlative best generally compares three or more. [Source PDF p. 6]	English & reading
Use worse or worst when comparing exactly two runners?	Worse. Worst is the superlative form. [Source PDF p. 6]	English & reading
What is a prefix?	A word part added at the beginning of a word to change its meaning. [Source PDF p. 7]	English & reading
What is a suffix?	A word part added at the end of a word to change its meaning or grammatical role. [Source PDF p. 7]	English & reading
What are synonyms?	Words with the same or similar meanings, such as quick and fast. [Source PDF p. 7]	English & reading
What are antonyms?	Words with opposite meanings, such as hot and cold. [Source PDF p. 7]	English & reading
What is a noun?	A word naming a person, place, thing, or idea. Examples: teacher, school, pencil, kindness. [Source PDF p. 7]	English & reading
What is a pronoun?	A word used in place of a noun or noun phrase, such as she, it, or they. [Source PDF p. 7]	English & reading
What is a verb?	A word expressing an action or a state of being. Examples: run, teach, is. The guide emphasizes action verbs. [Source PDF p. 7]	English & reading
What is an adverb?	A word that modifies a verb, adjective, or another adverb. In reads carefully, carefully modifies reads. The guide emphasizes modifying verbs. [Source PDF p. 7]	English & reading
What is an adjective?	A word that describes or modifies a noun or pronoun, such as blue in blue notebook. [Source PDF p. 7]	English & reading
What is a conjunction?	A word joining words, phrases, or clauses, such as and, but, or because. [Source PDF p. 7]	English & reading
What is a preposition?	A word showing a relationship to another word, often place, time, or direction. Examples: under, between, from, to. [Source PDF p. 7]	English & reading
What does pre- mean?	Before. Example: pretest = a test before instruction. [Source PDF p. 7]	Word parts
What does post- mean?	After. Example: postwar = after a war. [Source PDF p. 7]	Word parts
What does un- mean?	Not or opposite. Example: unhappy = not happy. [Source PDF p. 7]	Word parts
What meaning of in- is listed in this guide?	Not. Example: inactive = not active. A prefix can have other meanings in other words. [Source PDF p. 7]	Word parts
What does sub- mean?	Under or below. Example: submarine = a vessel operating under water. [Source PDF p. 7]	Word parts
What does inter- mean?	Between or among. Example: interstate = between states. [Source PDF p. 7]	Word parts
What does mis- mean?	Wrongly or badly. Example: misread = read incorrectly. The guide lists not or bad. [Source PDF p. 7]	Word parts
What does dis- mean?	Not or opposite. Example: disagree = not agree. [Source PDF p. 7]	Word parts
What does trans- mean?	Across. Example: transatlantic = across the Atlantic. [Source PDF p. 7]	Word parts
What does anti- mean?	Against. Example: antiwar = opposed to war. [Source PDF p. 7]	Word parts
What does pro- mean?	In favor of or supporting. Example: proeducation = supporting education. [Source PDF p. 7]	Word parts
What does super- mean?	Above or beyond. Example: superhuman = beyond ordinary human ability. [Source PDF p. 7]	Word parts
What does -ette mean in the guide's suffix list?	Small. Example: kitchenette = a small kitchen. [Source PDF p. 7]	Word parts
What meaning does the guide give for -ess?	Female, as in lioness. This is a word-formation meaning, not a rule that all job titles need gendered forms. [Source PDF p. 7]	Word parts
What does -ize mean?	Make or cause to become. Example: modernize = make modern. [Source PDF p. 7]	Word parts
What does -ist mean?	A person who practices, studies, or is associated with something. Example: artist. [Source PDF p. 7]	Word parts
What does -ian mean in the guide?	One who, or a person associated with something. Example: musician. [Source PDF p. 7]	Word parts
What does -ish mean?	Having the quality of or somewhat like. Example: childish = like a child. [Source PDF p. 7]	Word parts
What does -less mean?	Without. Example: fearless = without fear. [Source PDF p. 7]	Word parts
What does -ous mean?	Having or full of. Example: dangerous = having danger. [Source PDF p. 7]	Word parts
What does -able mean?	Can be or capable of being. Example: washable = can be washed. [Source PDF p. 7]	Word parts
What does -ness mean?	A state or quality. Example: kindness = the quality of being kind. This clarifies the guide's imprecise label having. [Source PDF p. 7]	Word parts
What does -or mean in the guide?	One who. Example: instructor = one who instructs. [Source PDF p. 7]	Word parts
What does -ion mean?	An act or process, and sometimes its result. Example: construction = the act or process of constructing. [Source PDF p. 7]	Word parts
What meaning does the guide give for -en?	Made of. Example: wooden = made of wood. Other uses of -en can have different meanings. [Source PDF p. 7]	Word parts
Which words often signal addition?	Sum, total, increased by, more than, combined, and added to. Always check the complete relationship in the problem. [Source PDF p. 8]	Math language
Which words often signal subtraction?	Difference, decreased by, minus, fewer than, and less than. Be careful about the order of the quantities. [Source PDF p. 8]	Math language
Which words often signal multiplication?	Times, product, multiplied by, and of in phrases such as one-half of a number. [Source PDF p. 8]	Math language
Which words often signal division?	Quotient, per, out of, and ratio. For example, cost per item is total cost divided by number of items. [Source PDF p. 8]	Math language
Write the sum of 8 and y.	8 + y. [Source PDF p. 8]	Math language
Write 4 less than y.	y - 4. Less than reverses the spoken order here. [Source PDF p. 8]	Math language
Write y multiplied by 13.	13y, or 13 x y. [Source PDF p. 8]	Math language
Write the quotient of y and 3.	y / 3. [Source PDF p. 8]	Math language
Write the difference of 5 and y.	5 - y. [Source PDF p. 8]	Math language
Write the ratio of 9 more than y to y.	(y + 9) / y, with y not equal to zero. [Source PDF p. 8]	Math language
Write nine less than the total of y and 2.	(y + 2) - 9 = y - 7. [Source PDF p. 8]	Math language
What does percent mean?	Per hundred. To turn a percent into a decimal, divide by 100: 25% = 0.25. [Source PDF p. 8]	Math language
What are the numerator and denominator?	The numerator is above the fraction bar; the denominator is below it. In 3/5, 3 is the numerator and 5 is the denominator. [Source PDF p. 9]	Fractions & decimals
How do you add or subtract fractions with the same denominator?	Add or subtract the numerators and keep the denominator. Then simplify. [Source PDF p. 9]	Fractions & decimals
Calculate 5/13 + 6/13.	11/13. Add 5 + 6 and keep 13. [Source PDF p. 9]	Fractions & decimals
What must you do before adding fractions with different denominators?	Rewrite them with a common denominator. Multiply each numerator and denominator by the same factor to keep its value unchanged. [Source PDF p. 9]	Fractions & decimals
Calculate 3/5 + 2/7.	31/35. Rewrite as 21/35 + 10/35, then add. [Source PDF p. 9]	Fractions & decimals
How do you multiply fractions?	Multiply numerator by numerator and denominator by denominator. Cancel common factors where helpful, then simplify. [Source PDF p. 9]	Fractions & decimals
Calculate 1/4 x 3/5.	3/20. The numerator is 1 x 3 and the denominator is 4 x 5. [Source PDF p. 9]	Fractions & decimals
Calculate 12/15 x 5/6.	2/3. Simplify 12/15 to 4/5; then (4 x 5)/(5 x 6) = 4/6 = 2/3. [Source PDF p. 10]	Fractions & decimals
Which fraction do you invert when dividing fractions?	Invert the divisor, which is the SECOND fraction, then multiply. Keep the first fraction unchanged. [Source PDF p. 10]	Fractions & decimals
Calculate 1/5 divided by 2/3.	3/10. Multiply 1/5 by 3/2. [Source PDF p. 10]	Fractions & decimals
How do you simplify a fraction without changing its value?	Divide its numerator and denominator by the same nonzero common factor. Repeat until no common factor greater than 1 remains. [Source PDF p. 10]	Fractions & decimals
What is the divisibility rule for 2?	An integer is divisible by 2 if its last digit is 0, 2, 4, 6, or 8. [Source PDF p. 10]	Fractions & decimals
What is the divisibility rule for 3?	Add the digits. If their sum is divisible by 3, the original integer is divisible by 3. [Source PDF p. 11]	Fractions & decimals
What is the divisibility rule for 5?	The last digit is 0 or 5. [Source PDF p. 11]	Fractions & decimals
Simplify 26/65.	2/5. Divide both numbers by their greatest common factor, 13. [Source PDF p. 11]	Fractions & decimals
Write 0.5 as a simplified fraction.	1/2. Start with 5/10, then divide both numbers by 5. [Source PDF p. 11]	Fractions & decimals
Write 0.05 as a simplified fraction.	1/20. Start with 5/100, then divide both numbers by 5. [Source PDF p. 11]	Fractions & decimals
Write 0.005 as a simplified fraction.	1/200. Start with 5/1000, then divide both numbers by 5. [Source PDF p. 11]	Fractions & decimals
How does decimal place value tell you a fraction's denominator?	One decimal place means tenths (10), two means hundredths (100), and three means thousandths (1000). Simplify afterward. [Source PDF p. 11]	Fractions & decimals
Which axis is horizontal, and which is vertical?	The x-axis is horizontal. The y-axis is vertical. [Source PDF p. 12]	Charts & statistics
How do you read a value from a bar chart?	Identify the category, find its bar, and match the top to the numbered scale. Check the title, labels, units, and scale spacing. [Source PDF p. 12]	Charts & statistics
In the guide's library chart, how many videos were borrowed?	200. The top of the Videos bar lines up with 200. [Source PDF p. 12]	Charts & statistics
Library totals: magazines 150, cassettes 100, videos 200, books 600. How many items in all?	1,050. Add 150 + 100 + 200 + 600. [Source PDF p. 12-13]	Charts & statistics
Library totals: magazines 150, cassettes 100, videos 200, books 600. What percentage were cassettes or videos?	28.57%, approximately. (100 + 200) / 1050 x 100 = 28.5714...%. [Source PDF p. 13]	Charts & statistics
What formula finds a part as a percentage of the whole?	Part / whole x 100. Use the total of all relevant categories for the whole. [Source PDF p. 13]	Charts & statistics
How do you calculate the mean?	Add all values, then divide by the number of values. Mean is another name for average. [Source PDF p. 13]	Charts & statistics
Find the mean of 79, 67, 81, 99, 88, and 72.	81. Their sum is 486; 486 / 6 = 81. [Source PDF p. 13]	Charts & statistics
What is the mode?	The value or values occurring most often. A data set can have more than one mode. [Source PDF p. 13]	Charts & statistics
What is the median?	The middle value after sorting the data. With an even number of values, average the two middle values; this completes the guide's brief definition. [Source PDF p. 13]	Charts & statistics
Find the median of 79, 67, 81, 99, 88, and 72.	80. Sort: 67, 72, 79, 81, 88, 99. Average the middle pair: (79 + 81) / 2 = 80. Added practice using the guide's data. [Source PDF p. 13]	Charts & statistics
What is the range of a data set?	Greatest value minus least value. For 67, 72, 79, 81, 88, 99, the range is 99 - 67 = 32. [Source PDF p. 20]	Charts & statistics
What do perpendicular and parallel mean?	Perpendicular lines meet at 90 degrees. Parallel lines in a plane do not intersect. [Source PDF p. 14]	Geometry
What does bisect mean?	Divide into two equal parts. Equal is essential; merely making two unequal pieces is not bisecting. [Source PDF p. 14]	Geometry
What is the sum of a quadrilateral's interior angles?	360 degrees for a simple, flat quadrilateral. [Source PDF p. 14]	Geometry
What properties identify a square?	Four equal sides and four right angles. Each angle is 90 degrees. [Source PDF p. 14]	Geometry
What are the area and perimeter formulas for a square?	Area = s squared. Perimeter = 4s, where s is the side length. [Source PDF p. 14]	Geometry
A square has side 5 cm. Find its area and perimeter.	Area = 25 square cm. Perimeter = 20 cm. Added practice using the guide's formulas. [Source PDF p. 14]	Geometry
What properties identify a rectangle?	Opposite sides are equal and parallel, and all four angles are 90 degrees. [Source PDF p. 14]	Geometry
What are the area and perimeter formulas for a rectangle?	Area = length x width. Perimeter = 2 x length + 2 x width. [Source PDF p. 14]	Geometry
A rectangle is 8 m by 3 m. Find its area and perimeter.	Area = 24 square m. Perimeter = 22 m. Added practice using the guide's formulas. [Source PDF p. 14]	Geometry
How are a circle's radius and diameter related?	Diameter = 2 x radius. A radius runs from center to edge; a diameter crosses the center from edge to edge. [Source PDF p. 14]	Geometry
What is pi, and what approximation does the guide use?	Pi is circumference divided by diameter. The guide uses approximately 3.14; its scan sometimes displays pi as B. [Source PDF p. 14]	Geometry
What is the area formula for a circle?	Area = pi x radius squared. Square the radius, not the diameter. [Source PDF p. 14]	Geometry
What is the circumference formula for a circle?	Circumference = 2 x pi x radius, or pi x diameter. [Source PDF p. 14]	Geometry
Using pi = 3.14, find the area and circumference of a circle with radius 3.	Area = 3.14 x 9 = 28.26 square units. Circumference = 2 x 3.14 x 3 = 18.84 units. Added practice. [Source PDF p. 14]	Geometry
What is the sum of a triangle's interior angles?	180 degrees. A right triangle has one 90-degree angle. [Source PDF p. 14]	Geometry
What is the formula for a triangle's area?	Area = base x perpendicular height / 2. The height can fall outside the triangle; it must be perpendicular to the base or its extension. [Source PDF p. 14-15]	Geometry
How do you find a triangle's perimeter?	Add all three side lengths. Do not confuse the height with a side unless it actually is that side. [Source PDF p. 14]	Geometry
Which side is the hypotenuse?	The side opposite the 90-degree angle in a right triangle. It is the longest side. [Source PDF p. 15]	Geometry
State the Pythagorean theorem.	a squared + b squared = c squared, for a right triangle, where c is the hypotenuse. [Source PDF p. 15]	Geometry
A right triangle has legs 3 and 4. Find the hypotenuse.	5. Its square is 3 squared + 4 squared = 9 + 16 = 25; the positive square root is 5. [Source PDF p. 15]	Geometry
A right triangle has hypotenuse 10 and one leg 6. Find the other leg.	8. The unknown leg squared is 100 - 36 = 64. Take the square root of 64, not 16; the guide has a typo in that step. [Source PDF p. 15]	Geometry
What is an acute angle?	An angle greater than 0 degrees and less than 90 degrees. [Source PDF p. 16]	Math vocabulary
What is an angle, and what is its vertex?	Two rays sharing an endpoint form an angle. Their common endpoint is the vertex. [Source PDF p. 16]	Math vocabulary
What does area measure?	The amount of two-dimensional surface inside a shape, measured in square units. [Source PDF p. 16]	Math vocabulary
In 10 cubed, identify the base and explain the expression.	The base is 10. 10 cubed = 10 x 10 x 10 = 1000. [Source PDF p. 16]	Math vocabulary
What is a circle graph used to show?	Parts of a whole. It is also called a pie chart. [Source PDF p. 16]	Math vocabulary
What is a coefficient? Identify it in 7x.	A numerical factor multiplying a variable. In 7x, the coefficient is 7. [Source PDF p. 16]	Math vocabulary
What is a common multiple of 3 and 4?	12 is one. It is a multiple of both numbers. Other common multiples include 24 and 36. [Source PDF p. 16]	Math vocabulary
What is a composite number?	An integer greater than 1 with factors other than 1 and itself. Example: 6 has factors 1, 2, 3, 6. [Source PDF p. 16]	Math vocabulary
What does congruent mean?	Exactly the same shape and size, even if moved, rotated, or reflected. [Source PDF p. 16]	Math vocabulary
What are consecutive integers?	Integers following one another with no gaps, such as 4, 5, 6. [Source PDF p. 16]	Math vocabulary
What is a constant?	A value that does not change in the situation or expression being considered. [Source PDF p. 16]	Math vocabulary
What is a coordinate on a number line?	The number identifying a point's position on the line. [Source PDF p. 16]	Math vocabulary
What is a decimal representation?	A way to write numbers using place value and a decimal point, such as 0.75. [Source PDF p. 16]	Math vocabulary
What does a degree measure in geometry?	The size of an angle. A right angle measures 90 degrees. [Source PDF p. 17]	Math vocabulary
What is the difference in a subtraction problem?	The answer. In 9 - 4 = 5, the difference is 5. [Source PDF p. 17]	Math vocabulary
State the distributive property.	a(b + c) = ab + ac. Multiply the factor outside the parentheses by each term inside. [Source PDF p. 17]	Math vocabulary
Expand 3(x + 4).	3x + 12. Added practice: distribute 3 to both x and 4. [Source PDF p. 17]	Math vocabulary
What does divisible mean?	Dividing by the specified nonzero number leaves a remainder of zero. [Source PDF p. 17]	Math vocabulary
What is an equation?	A statement that two expressions are equal. It has an equals sign; it does not have to contain a variable. Example: 2 + 3 = 5. [Source PDF p. 17]	Math vocabulary
What are equivalent fractions?	Fractions with the same value. For example, 1/2 = 2/4 = 3/6. [Source PDF p. 17]	Math vocabulary
What is an estimate?	An approximate answer rather than an exact answer. [Source PDF p. 17]	Math vocabulary
What does evaluate mean? Evaluate 2x + 1 for x = 3.	Find the value. Substitute 3 for x: 2(3) + 1 = 7. [Source PDF p. 17]	Math vocabulary
What is an even integer?	An integer divisible by 2. Its last digit is 0, 2, 4, 6, or 8. [Source PDF p. 17]	Math vocabulary
What does a positive whole-number exponent tell you?	How many times to use the base as a factor. In 5 cubed, multiply 5 x 5 x 5, not 5 x 3. [Source PDF p. 17]	Math vocabulary
What is a factor?	A number multiplied by another to make a product. Integer factors divide a number without a remainder; 3 and 4 are factors of 12. [Source PDF p. 17]	Math vocabulary
What is a formula?	An equation expressing a rule or relationship, such as A = length x width. [Source PDF p. 17]	Math vocabulary
What is a fraction?	A number written as a numerator divided by a nonzero denominator. It can represent part of a whole, a ratio, or division. [Source PDF p. 17]	Math vocabulary
What does > mean? What does >= mean?	> means greater than; >= means greater than or equal to. The guide repeats the > label for both definitions; the equality distinction matters. [Source PDF p. 17]	Math vocabulary
What is the greatest common factor of 12 and 18?	6. It is the largest positive integer dividing both without a remainder. [Source PDF p. 18]	Math vocabulary
What is a coordinate grid?	A system of intersecting perpendicular lines used to locate points, often with horizontal x and vertical y axes. [Source PDF p. 18]	Math vocabulary
Which digit is in the hundredths place in 0.86?	6. It represents 6/100. The second digit to the right of the decimal is the hundredths digit. [Source PDF p. 18]	Math vocabulary
What are integers?	Whole-number values and their negatives, including zero: ..., -2, -1, 0, 1, 2, ... . Non-whole fractional values such as 1/2 are not integers. [Source PDF p. 18]	Math vocabulary
What is the least common denominator of fractions with denominators 4 and 6?	12. It is the least positive common multiple of the denominators. [Source PDF p. 18]	Math vocabulary
What does < mean? What does <= mean?	< means less than; <= means less than or equal to. The guide repeats the < label for both definitions. [Source PDF p. 18]	Math vocabulary
How do a line and a line segment differ?	A line extends forever in both directions. A line segment has two endpoints. [Source PDF p. 18]	Math vocabulary
What is a line graph often used to show?	How a quantity changes, often over time, by connecting plotted points. [Source PDF p. 18]	Math vocabulary
What is a line plot?	A display placing marks above a number line to show data frequency. Each mark represents one observation. [Source PDF p. 18]	Math vocabulary
What is a mixed number?	A whole-number part plus a fractional part, such as 2 1/2. [Source PDF p. 18]	Math vocabulary
What is a multiple?	A product of a number and a whole number. Multiples of 4 include 0, 4, 8, 12, and 16. [Source PDF p. 18]	Math vocabulary
What are negative and positive numbers?	Negative numbers are less than zero; positive numbers are greater than zero. Zero is neither positive nor negative. [Source PDF p. 19]	Math vocabulary
What is a number line?	A line displaying numbers in order. Values increase as you move right and decrease as you move left. [Source PDF p. 19]	Math vocabulary
What is an odd integer?	An integer not divisible by 2. Its last digit is 1, 3, 5, 7, or 9. [Source PDF p. 19]	Math vocabulary
What is an ordered pair?	Two coordinates written (x, y), locating a point on a coordinate grid. [Source PDF p. 19]	Math vocabulary
What do parentheses tell you to do in 2(3 + 4)?	Evaluate the grouped sum first, then multiply: 2 x 7 = 14. [Source PDF p. 19]	Math vocabulary
What does perimeter measure?	The distance around the boundary of a flat figure, measured in linear units. [Source PDF p. 19]	Math vocabulary
What does plot a point mean?	Locate its coordinates on a grid and mark the position. [Source PDF p. 19]	Math vocabulary
What is a point?	An exact location with no length, width, or thickness. Points are often named with capital letters. [Source PDF p. 19]	Math vocabulary
What is a prime number? Is 1 prime?	A positive integer greater than 1 with exactly two positive factors: 1 and itself. One is not prime. Two is prime. [Source PDF p. 19]	Math vocabulary
What is probability?	A measure of how likely an event is to occur. It can be expressed from 0 to 1, or 0% to 100%. [Source PDF p. 19]	Math vocabulary
What is a product? What is a quotient?	A product is the answer to multiplication. A quotient is the answer to division. [Source PDF p. 19]	Math vocabulary
What happens when a number is multiplied or divided by 1?	Its value stays the same. Also, a nonzero number divided by itself equals 1. [Source PDF p. 19]	Math vocabulary
What is a ray?	Part of a line with one endpoint, extending forever in one direction. [Source PDF p. 20]	Math vocabulary
What is a remainder?	The amount left over in division. For example, 14 divided by 4 is 3 remainder 2. [Source PDF p. 20]	Math vocabulary
What is a right angle?	An angle of exactly 90 degrees. [Source PDF p. 20]	Math vocabulary
How do you round to a specified place?	Look at the next digit: 5 or more, round up; less than 5, keep the target digit. Replace following whole-number digits with zeros as needed. [Source PDF p. 20]	Math vocabulary
What sign results when multiplying or dividing two nonzero numbers?	Same signs give a positive result; different signs give a negative result. Do not apply this rule to addition or subtraction. [Source PDF p. 20]	Math vocabulary
What happens to the sign when multiplying several nonzero numbers?	An even number of negative factors gives a positive product. An odd number gives a negative product. [Source PDF p. 20]	Math vocabulary
When is a fraction in simplest form?	Its numerator and denominator have no common positive factor other than 1. [Source PDF p. 20]	Math vocabulary
What is a sum?	The answer to addition. In 4 + 7 = 11, the sum is 11. [Source PDF p. 20]	Math vocabulary
Which digit is in the tenths place in 0.86?	8. It represents 8/10. The first digit to the right of the decimal is the tenths digit. [Source PDF p. 20]	Math vocabulary
What is a triangle?	A polygon with three sides and three vertices. [Source PDF p. 20]	Math vocabulary
What is a variable?	A symbol representing a number or value that can vary or is unknown, such as x. [Source PDF p. 20]	Math vocabulary
What does volume measure?	The three-dimensional space inside a solid, measured in cubic units. [Source PDF p. 20]	Math vocabulary
In the ordered pair (4, 7), which is x and which is y?	x = 4; y = 7. Read the horizontal coordinate first and the vertical coordinate second. [Source PDF p. 21]	Math vocabulary
What is an x-intercept?	A point where a graph crosses or meets the x-axis. Its y-coordinate is 0. [Source PDF p. 21]	Math vocabulary
What is a y-intercept?	A point where a graph crosses or meets the y-axis. Its x-coordinate is 0. [Source PDF p. 21]	Math vocabulary
What is zero divided by a nonzero number?	Zero. For example, 0 / 5 = 0. [Source PDF p. 21]	Math vocabulary
Can you divide a number by zero?	No. Division by zero is undefined, including 0 / 0. [Source PDF p. 21]	Math vocabulary
What is any number multiplied by zero?	Zero. For example, 83 x 0 = 0. [Source PDF p. 21]	Math vocabulary