Number Flashcards

1
Q

Common Multiple

A

A common multiple is a number that is a multiple of two or more numbers

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2
Q

Unique Factorization Theom

A

“Every natural number N can be written as a product of prime numbers in essential a unique way”

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3
Q

What circle theorem does this show

A
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4
Q

Angle between radius and tangent

A
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5
Q

Multiples

A

A multiple of a number is any product of that number and an integer

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6
Q

The opposite angles in a cyclic quadrilateral ALWAY adds up to

A
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7
Q

Relationship between chord and center

A
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8
Q

Relationship between the distances from the meeting point of the two tangent to the point where the tangent touches the circle

A
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9
Q

Relationship between angles at the circumference subtended by the same arc

A
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10
Q

Least Common Multiple (lcm)

  • Example lcm(18,12)
A

……..

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11
Q

The Remainder Theorem

A

If a polynomial, f(x), is divided by (x-k), the remainder is equal to f(k)

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12
Q

The Factor Theorem

A

The polynomial (x-k) is a factor of the polynomial, f(x), if and only if f(k)=0

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13
Q

Combinations of choosing R distinct objects out of a collection of N objects

A
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14
Q

Equation of a straight line

A
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15
Q

Factor/divisor

A

A number or algebraic expression that divides another number or expression evenly

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16
Q

Defernition of Prime Number

A
  • Naturlig tal N
  • Kan kun deles med sig selv og tallet 1
  • 1 er ikke et primtal
17
Q

Highest Common Factor/divisor (gcd)

  • Example gcd(21,30) and gcd(105,30)
A

………

18
Q

Relationship between the angle subtended by an arc at the center and the angle subtended at the circumference

A
19
Q

The angle at the circumfrence in a semicircle is ALWAYS

A
20
Q

Binomial Expansion Theorem

A