Patterns of Numbers Flashcards

1
Q

Look for pattern

A

eg patterns in remainders

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2
Q

Powers of 0

A

0 (as base) to power of anything is 0

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3
Q

Powers of 1

A

1 (as base) to power of anything is 1

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4
Q

Powers of 2

A

2 (as base) to power of anything follows pattern (for units digit) of 2 - 4 - 6- 8

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5
Q

Powers of 3

A

3 (as base) to power of anything follows pattern (for units digit) of 3 - 9 - 7- 1

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6
Q

Powers of 4

A

4 (as base) to power of anything follows pattern (for units digit) of 4- 6. All odd is 4 and all even is 6

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7
Q

Powers of 5

A

5 (as base) to power of anything has units digit of 5

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8
Q

Powers of 6

A

6 (as base) to power of anything has units digit of 6

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9
Q

Powers of 7

A

7 (as base) to power of anything follows pattern (for units digit) of 7 - 9 - 3- 1

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10
Q

Powers of 8

A

8 (as base) to power of anything follows pattern (for units digit) of 8-4-2- 6.

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11
Q

Powers of 9

A

9 (as base) to power of anything follows pattern (for units digit) of 9- 1. All odd is 9 and all even is 1

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12
Q

For bases above 9, when working out value when raised to various powers…

A

…. just look at units digit

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13
Q

when a number is divided by 10,

A

the remainder is the units digit of the number

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14
Q

when a number is divided by 100

A

the remainder is the last two digit of the number

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15
Q

when integers with same units digit divided by 5…..

A

same remainder (is constant)

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16
Q

Evenly spaced set is

A

one in which numbers increase by same amount - so each two consecutive numbers, difference is the same

17
Q

two consecutive integers

A

will never share same prime factors

18
Q

so GCF of two consecutive integers

A

is never greater than 1