Arithmetic Flashcards

1
Q

Integer

A

Any whole number, not a fraction or decimal. -1200, -43, 0, 1, 1143

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2
Q

Even integer

A

Any integer that gives you another integer when divided by 2.

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3
Q

Odd integer

A

Any integer that gives a noninteger when divided by 2.

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4
Q

Real number

A

Any number in the number line.

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5
Q

Divisor or Factor

A

For an integer N, a divisor is a positive integer that can divide into N without creating a remainder. 1, 2, 3, 4, 6 and 12 are divisor of 12. Factors are always positive.

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6
Q

Multiple

A

A multiple of integer N results by multiplying N with another integer. -7, 0, 7, 140 are multiples of 7.

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7
Q

Prime number

A

Integer only divisible by itself and 1.

2, 3, 5, 7, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47.

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8
Q

Proper fraction

A

Numerator < Denominator

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9
Q

Improper fraction

A

Numerator > Denominator

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10
Q

Mixed Number

A

When whole number and fraction are combined : 2(1/2), 3(3/4)

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11
Q

Divisibility by 2

A

Number is even

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12
Q

Divisibility by 3

A

Sum of the digits is divisible by 3.

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13
Q

Divisibility by 4

A

The last 2 digits represent a number that is divisible by 4.

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14
Q

Divisibility by 5

A

Last digit is a 0 or a 5.

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15
Q

Divisibility by 7

A

Take the last digit, double it, and substract it to the rest of the digits. If the result is divisible by 7, the original number is.

Ex : 1050. 0×2=0, 105-0=105, 105=7×15

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16
Q

Divisibility by 10

A

Last number is 0

17
Q

Divisibility by 11

A

Take difference between sums or alternate digits. If results divisible by 11, original number is. Ex : 4862. 4+6=10, 8+2=10, 10-10=0 which is divisible by 1. 4862=11×442

18
Q

Divisibility by 25

A

Last two digits divisible by 25.

19
Q

Greatest Common Factor (GCF)

A

Largest number that divides evenly into each of the given numbers. Look at the prime factors to find it. Ex : 42=2×3×7, 70=2×5×7. GCF of 42 and 70 is 2×7=14

20
Q

Least Common Multiple (LCM)

A

Smallest nonzero number, multiple of 2 or more given numbers. Make sure that the LCM includes the required Prime for each numbers. Ex : 42=2×3×7, 56=2×2×2×7. LCM of 42 and 56 is 2×2×2×3×7=168

21
Q

Even and Odd integers - Sum and difference

A

E +/- E = E — E +/- O = O — O +/- O = E

22
Q

Even and Odd integers - Product

A

E × E = E — O × O = O — E × O = E

23
Q

Positive and Negative - Product

A

(+) × (+) = (+) — (-) × (-) = (+) — (+) × (-) = (-)

24
Q

Units digits - Example 6.797×13.473 ?

A

Numbers properties : multiply the last digits and take the digit of the result. Ex: 7×3=21 so 1 will be the digit of the final number.

25
Q

Percent Change formule

A

PC = ( (FV - PV) ÷ PV ) × 100, with FV and PV Future and Present Values

26
Q

Ratios - x:y or x/y or “x to y”. Example : in a class, the ratio of female to male is 1/3. What proportion of the class is female?

A

F:M:Total = 1:3:4 - So there proportion of female in the class is 1/4