# Study sets matching "math cst"

Area of a Circle

Circumference of a Circle

Arc Length

Area of a Sector

A=πr^2

C=2πr or C=dπ

L=𝜃r (radians)... L=(𝜃/360)πd (degrees)

A=(𝜃/360)πr^2 (in degrees)... L=1/2𝜃r^2 (in radians)

Area of a Circle

A=πr^2

Circumference of a Circle

C=2πr or C=dπ

whole numbers

cardinal numbers

ordinal numbers

irrational numbers

numbers you use to tell how many. 0,1,2,3,4,5,6,......

tell how many, for example there are 9 players on the field in…

tell about order. 1st, 2nd, 9th

cannot be written as a fraction; the most famous irrational nu…

whole numbers

numbers you use to tell how many. 0,1,2,3,4,5,6,......

cardinal numbers

tell how many, for example there are 9 players on the field in…

Counting numbers

Ordinal Numbers

Cardinal Numbers

Identification Numbers

1,2,3,4,5,6,7.........

1st,2nd, 3rd, 4th,.......

1,2,3,4,5......... representing a quantity

student ID, telephone number etc.

Counting numbers

1,2,3,4,5,6,7.........

Ordinal Numbers

1st,2nd, 3rd, 4th,.......

Cardinal Numbers

Ordinal Numbers

Multiplying Exponents

Dividing Exponents

Numbers that tell how many (1,2,3,etc.)

Numbers that tell about order (1st, 2nd, 3rd, etc.)

a^n x a^m=a^n+m

a^n/a^m=a^n-m

Cardinal Numbers

Numbers that tell how many (1,2,3,etc.)

Ordinal Numbers

Numbers that tell about order (1st, 2nd, 3rd, etc.)

Least Common Multiple

Greatest Common Factor

Rational numbers

Irrational numbers

the smallest multiple shared by two numbers.... The least common…

Largest factor shared by two numbers. The GCF of 28 and 36 is…

Can be written as a fraction

Cannot be written as a fraction. (Pi & square root of 2)

Least Common Multiple

the smallest multiple shared by two numbers.... The least common…

Greatest Common Factor

Largest factor shared by two numbers. The GCF of 28 and 36 is…

Limits

Limits Technically Exist When...

x Approaches a from the Right

x Approaches from the Left

a is the value x approaches as it increases or decreases in va…

The limit os the same when approached from the right (a+) and…

x approaches from the positive end of the number line

x approaches from the negative end of the number line

Limits

a is the value x approaches as it increases or decreases in va…

Limits Technically Exist When...

The limit os the same when approached from the right (a+) and…

Function

Domain

Codomain

Range

An equation that has exactly one value for y (the dependent va…

The set of all values for x in the function. Unless otherwise…

The set of all values for y in the function

The set of all corresponding values of y in the function

Function

An equation that has exactly one value for y (the dependent va…

Domain

The set of all values for x in the function. Unless otherwise…

commutative property... (of addition and m…

associative property... (of addition and m…

distributive property... (of addition and…

additive identity

states that the order of the numbers when adding or multiplyin…

states that the grouping of numbers when adding or multiplying…

a(b*c) = ab + ac

adding zero to the number does not change it... EXAMPLE: a + 0 = a

commutative property... (of addition and m…

states that the order of the numbers when adding or multiplyin…

associative property... (of addition and m…

states that the grouping of numbers when adding or multiplying…

reflexive property

segment bisection

midpoint

segment trisection

a segment or angle is always congruent to itself

a point, segment, ray, or line that divides a segment into 2 c…

the point where a segment is bisected; cuts the segment into 2…

two points, segments, rays, lines, or any combination thereof…

reflexive property

a segment or angle is always congruent to itself

segment bisection

a point, segment, ray, or line that divides a segment into 2 c…

cardinal numbers

ordinal numbers

rational numbers

Irrational numbers

numbers such as 1,9, and 18. Tell how many

numbers that tell the order. Ex: 1st, 2nd, 9th, 18th

integer in the numerator and denominator written as a fraction…

cannot be written as fractions with an integer in the numerato…

cardinal numbers

numbers such as 1,9, and 18. Tell how many

ordinal numbers

numbers that tell the order. Ex: 1st, 2nd, 9th, 18th

Natural Numbers

Whole Numbers

Integers

Rational Number

Counting numbers beginning with 1

Zero and the natural numbers

The positive and negative values of the whole numbers.

Any number that can be expressed as a fraction with an integer…

Natural Numbers

Counting numbers beginning with 1

Whole Numbers

Zero and the natural numbers

Cardinal numbers

Ordinal numbers

Place value

Exponents

1, 2, 3, 4, 5, etc.

1st, 2nd, 3rd, 4th, 5th, etc.

Millions Hundred Thousands Ten Thousands Thousands Hundreds Te…

3^5 = 3 x 3 x 3 x 3 x 3 = 243

Cardinal numbers

1, 2, 3, 4, 5, etc.

Ordinal numbers

1st, 2nd, 3rd, 4th, 5th, etc.

reflexive property

segment bisection

midpoint

segment trisection

a segment or angle is always congruent to itself

a point, segment, ray, or line that divides a segment into 2 c…

the point where a segment is bisected; cuts the segment into 2…

two points, segments, rays, lines, or any combination thereof…

reflexive property

a segment or angle is always congruent to itself

segment bisection

a point, segment, ray, or line that divides a segment into 2 c…

Phonological awareness

Assonance

Slant Rhyme

Fiction Plot Progression

an awareness of an the ability to manipulate the sounds of spo…

ornamental like alliteration, vowel sounds match "tune" and "f…

"yours" and "years"... "eyes" and "light"

exposition... rising action... climax... falling action... denouement

Phonological awareness

an awareness of an the ability to manipulate the sounds of spo…

Assonance

ornamental like alliteration, vowel sounds match "tune" and "f…

commutative property... (of addition and m…

associative property... (of addition and m…

distributive property... (of addition and…

additive identity

states that the order of the numbers when adding or multiplyin…

states that the grouping of numbers when adding or multiplying…

a(b*c) = ab + ac

adding zero to the number does not change it... EXAMPLE: a + 0 = a

commutative property... (of addition and m…

states that the order of the numbers when adding or multiplyin…

associative property... (of addition and m…

states that the grouping of numbers when adding or multiplying…

commutative property... (of addition and m…

associative property... (of addition and m…

distributive property... (of addition and…

additive identity

states that the order of the numbers when adding or multiplyin…

states that the grouping of numbers when adding or multiplying…

a(b*c) = ab + ac

adding zero to the number does not change it... EXAMPLE: a + 0 = a

commutative property... (of addition and m…

states that the order of the numbers when adding or multiplyin…

associative property... (of addition and m…

states that the grouping of numbers when adding or multiplying…