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Test your basic knowledge |
CSET Multiple Subjects Subtest 2a Domain 1: Math
Start Test
Study First
Subjects
:
cset
,
math
Instructions:
Answer 50 questions in 15 minutes.
If you are not ready to take this test, you can
study here
.
Match each statement with the correct term.
Don't refresh. All questions and answers are randomly picked and ordered every time you load a test.
This is a study tool. The 3 wrong answers for each question are randomly chosen from answers to other questions. So, you might find at times the answers obvious, but you will see it re-enforces your understanding as you take the test each time.
1. Kilogram (kg) = 1000 grams hectogram (hg) = 100 grams decagram (dag) = 10 grams gram (g) = 1 gram decigram (dg) = 0.1 gram centigram (cg) = 0.01 gram milligram (mg) = 0.001 gram
Number line
1 gram (in ounces)
Weight (metric system)
Communicative property for addition
2. To find the square root of a number - you want to find some number that when multiplied by itself gives you the original number
Square root
Length (metric system)
Changing percents to decimals
1/5 =
3. 2000 pounds
1 meter (in yards)
1 ton (in pounds)
1 kilometer (in miles)
Approximating square roots
4. All values that can be expressed in the form a/b - where a and b are integers and b ? 0 - Or - when expressed in decimal form - the expression either terminates or has a repeating pattern
>
1 metric ton (in kilograms)
Changing an improper fraction to a whole or mixed number
Rational numbers
5. .7 = .70 = 70%
Common fraction
Reducing fractions
7/10 =
Natural numbers
6. Fraction must be reduced to its lowest terms. This is done by finding the greatest common factor (GCF) for both the numerator and denominator and then dividing both the numerator and denominator by that value.
7/10 =
1 kilometer (in miles)
Reducing fractions
Identity number for multiplication
7. To round off any number: Underline the place value to which you're rounding off - Look to the immediate right (one place) of your underlined place value - Identify the number (the one to the right). If it is 5 or higher - round your underlined place
Volume (metric system)
Multiplying mixed numbers
Rounding off
Metric system prefixes
8. 2 pints
Improper fraction
1 gallon (in quarts)
1 square foot (in square inches)
1 quart (in pints)
9. When adding two numbers with the same sign (either both positive or both negative) - add the pure number portions (absolute values) and keep the sign that is on the numbers
1 square foot (in square inches)
1/3 =
Adding signed numbers
1 gram (in ounces)
10. 1. Any number multiplied by 1 gives that number.
Number line
Identity number for multiplication
Rounding off
Rational numbers
11. Find a number that divides evenly into one numerator and one denominator. Reducing early only applies to multiplying fractions - not adding or subtracting.
Finding percent of a number
Reducing when multiplying fractions
Common fraction
Changing fractions to decimals
12. A(bc) = (ab)c Note: Division does not have the associative property.
Associative property for multiplication
Irrational numbers
1/5 =
Identity number for addition
13. A fraction whose numerator is the same or more than the denominator; has a value equal to 1 or more than 1.
Signed numbers
Improper fraction
Length (metric system)
Square root rules: multiplication and division
14. Subtract = add the opposite; change the sign of the number being subtracted - and then proceed as an addition problem
Subtracting signed numbers
1/2 =
Rational numbers
Irrational numbers
15. ...-3 - -2 - -1 - 0 - 1 - 2 - 3... all the whole numbers together with their opposites
Changing a mixed number to an improper fraction
Integers
Multiplying decimals
1 ton (in pounds)
16. 16 ounces
Order of operations
1 bushel (in pecks)
Changing a mixed number to an improper fraction
1 pound (in ounces)
17. Change to an improper fraction and multiply; then change the answer - if in improper form - back to a mixed number and reduce if necessary.
Multiplying mixed numbers
Reducing fractions
Metric/international system of units
Customary/English system of units
18. Eliminate the percent sign - Move the decimal point two places to the left (sometimes adding zeros will be necessary)
Irrational numbers
1 bushel (in pecks)
Changing percents to decimals
Subtracting mixed numbers
19. Any exponent means to multiply by itself that many times
Exponent
Length (metric system)
Whole numbers
1 pound (in ounces)
20. If either numerator or denominator consists of several numbers - these numbers must be combined into one number - then reduce if necessary
Exponent
Simplifying fractions
Percentage increase or decrease
7/10 =
21. When a value is expressed using a whole number together with a common fraction
Mixed number
Simplifying fractions
Natural numbers
Communicative property for multiplication
22. Is greater than or equal to
1/4 =
=
Length (metric system)
Addition
23. 0 - 1 - 2 - 3 - 4 -... the natural numbers together with 0
Whole numbers
Signed numbers
Identity number
Adding fractions
24. .83 1/3 = 83 1/3%
Length (metric system)
Whole numbers
5/6 =
?
25. Numbers to the left of the decimal point are whole numbers; numbers to the right of the decimal point are fractions with denominators of only 10 - 100 - 1000 - 10000 - etc.
Scientific notation
Decimals
Prime number
1 square foot (in square inches)
26. Sum - plus - is increased by - more than (example: 3 more than 7 is what?)
?
Addition
Finding percent of a number
Adding signed numbers
27. The order in which addition or multiplication is done does not affect the answer
Communicative property
1 liter (in quarts)
Subtracting signed numbers
Communicative property for addition
28. .66 2/3 = .66 2/3 = 66 2/3%
9/10 =
Signed numbers
2/3 =
2/5 =
29. Is less than or equal to
Whole numbers
Signed numbers
Identity number for addition
=
30. The same as dividing other numbers - except that if the divisor (the number you're dividing by) has a decimal - move it to the right as many places as necessary until it is a whole number - Move the decimal point in the dividend (the number being div
Dividing decimals
3/5 =
Multiplicative inverse
Fractions
31. Kiloleter (kl or kL) = 1000 liters hectoliter (hl or hL) = 100 liters decaliter (dal or daL) = 10 liters liter (l or L) = 1 liter deciliter (dl or dL) = 0.1 liter centiliter (cl or cL) = 0.01 liter milliliter (ml or mL) = 0.001 liter
1/6 =
Multiplying decimals
Volume (metric system)
Other applications of a percent
32. 3 feet 36 inches
Square root rules: addition and subtraction
1 yard (in feet - inches)
Subtracting fractions
Rational numbers
33. Mnemonic: Please Excuse My Dear Aunt Sally 1. Parentheses 2. Exponents 3. Multiplication or division 4. Addition or subtraction (left to right)
1/5 =
1 gram (in ounces)
Identity number for multiplication
Order of operations
34. 1760 yards 5280 feet
1/8 =
1 mile (in yards - feet)
Square root rules: multiplication and division
1 quart (in pints)
35. Find the LCD and add the whole numbers to get your final answer.
1 liter (in quarts)
=
Adding mixed numbers
Improper fraction
36. The product or quotient of two numbers with the same sign will produce a positive answer - The product or quotient of two numbers with the opposite signs will produce a negative answer
?
Rational numbers
Multiplying or dividing signed numbers
Subtraction
37. 1000 kilograms
1 metric ton (in kilograms)
Square root rules: addition and subtraction
Changing percents to decimals
Simplifying square roots
38. About 0.6 mile
1 mile (in yards - feet)
2/3 =
1 kilometer (in miles)
3/5 =
39. Invert (turn upside down) the second fraction and multiply; reduce if necessary.
2 =
Square root rules: multiplication and division
Dividing fractions
Square root
40. Communicative property - Associative property - Distributive property
1/2 =
5/6 =
Subtracting mixed numbers
Some properties/axioms of addition and multiplication
41. The results of taking integers and raising them to the 2nd power (squaring them) The first seven positive ___________ are 1 - 4 - 9 - 16 - 25 - 36 - and 49
1 yard (in feet - inches)
7/8 =
Subtracting signed numbers
Square numbers
42. .1 = .10 = 10%
1/10 =
Finding percent of a number
Associative property for multiplication
1 metric ton (in kilograms)
43. Divide the percent by 100 - Eliminate the percent sign - Reduce if necessary
Addition
Multiplying mixed numbers
Changing percents to fractions
Natural numbers
44. You may have to borrow from the whole number - just like you sometimes borrow from the next column when subtracting ordinary numbers. To subtract a mixed number from a whole number - you have to borrow from the whole number.
Subtracting signed numbers
Subtracting fractions
2/5 =
Subtracting mixed numbers
45. All the rational and irrational numbers
3/4 =
Real numbers
Square (verb)
3 1/2 =
46. Multiply by 100 - Insert a percent sign
Changing fractions to percents
9/10 =
Fractions
Simplifying fractions
47. 8/10 = .8 = .80 = 80%
Percentage increase or decrease
4/5 =
Multiplying mixed numbers
Subtracting fractions
48. .375 = .37 1/2 = 37 1/2%
Changing fractions to percents
Approximating square roots
Square root
3/8 =
49. The multiplicative inverse of a number (also known as the reciprocal of the number) is a value that - when multiplied with any non -zero number - equals 1. Any non -zero number multiplied with its multiplicative inverse equals 1. The multiplicative i
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Multiplicative inverse
Approximating square roots
1/100 =
50. To square a number - multiply it by itself
Associative property for multiplication
Multiplicative inverse
Square (verb)
Percentage increase or decrease