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48 Cards in this Set
- Front
- Back
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0 flats or sharp
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Key of
C Major A Minor |
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1 sharp
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Key of
G Major E Minor |
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2 sharps
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Key of
D Major B Minor |
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3 sharps
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Key of
A Major F# Minor |
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4 sharps
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Key of
E Major C# Minor |
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5 sharps
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Key of
B Major G# Minor |
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6 sharps
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Key of
F# Major D# Minor |
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7 sharps
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Key of
C# Major A# Minor |
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1 flat
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Key of
F Major D Minor |
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2 flats
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Key of
Bb Major G Minor |
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3 flats
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Key of
Eb Major C Minor |
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4 flats
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Key of
Ab Major F Minor |
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5 flats
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Key of
Db Major Bb Minor |
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6 flats
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Key of
Gb Major Eb Minor |
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7 flats
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Key of
Cb Major Ab Minor |
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circumfrence
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C=2(pi)r or (pi)d
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Area of a trapezoid
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A=1/2h(b1+b2)
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Area of Rhombus
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A=1/2(d1)(d2)
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Area of Circle
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A=(pi)r(squared)
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Volume of a cylinder
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V=(pi)r(squared)h
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Volume of a cube
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V=S^3
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Distance
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D=(root of)(x2-x1)2+(y2-y1)
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Slope
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m=y2-y1 over x2-x1
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Circle equation
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(x-h)2+(y-k)2=r2
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Center @ origin equation
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x2+y2=r2
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Natural/Counting numbers
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1, 2, 3
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Whole numbers
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0, 1, 2, 3
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Rational numbers
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fractions and whole numbers
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irrational numbers
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non repeating and non terminating decimals
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Real numbers
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all rational and irrational numbers
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Property of Density
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there is always another real number between any two real numbers
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Integers
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negative and positive numbers
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commutative property
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either way the numbers are added or multiplied, the answer is the same
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associative prperty
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the way in which numbers are gropued when adding or multiplying doesn't matter
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Additive identy
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a+0=a
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Multiplicative identity
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ax0=a
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Additive inverse
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add a nuber to itself, negated, to get 0
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multiplicative inverse
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add a number to its fraction opposite
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Multiplicative property of 0
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add any number to 0, the answer is 0
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Closure property
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any a and b contained in a set a*b is also contained in the same set
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commutative property
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either way the numbers are added or multiplied, the answer is the same
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associative prperty
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the way in which numbers are gropued when adding or multiplying doesn't matter
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Additive identy
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a+0=a
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Multiplicative identity
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ax0=a
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Additive inverse
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add a nuber to itself, negated, to get 0
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multiplicative inverse
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add a number to its fraction opposite
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Multiplicative property of 0
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add any number to 0, the answer is 0
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Closure property
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any a and b contained in a set a*b is also contained in the same set
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