Essential Number Properties and Divisibility Rules
Fundamental Number Concepts
Prime Numbers Up to 97
Here is a list of prime numbers up to 97:
- 2
- 3
- 5
- 7
- 11
- 13
- 17
- 19
- 23
- 29
- 31
- 37
- 41
- 43
- 47
- 53
- 59
- 61
- 67
- 71
- 73
- 79
- 83
- 89
- 97
Rules for Exponents
Understanding how exponents work is crucial for various mathematical operations:
- Positive Base: If the base (
m) is positive, the result (b) ofmn = bis always positive. - Negative Base, Even Exponent: If the base (
-M) is negative and the exponent (n) is an even number, the result (+b) of(-M)n = +bis positive. - Negative Base, Odd Exponent: If the base (
-M) is negative and the exponent (n) is an odd number, the result (-b) of(-M)n = -bis negative.
Powers of Decimal Numbers
Here are examples of squaring and cubing decimal numbers:
1.12 = 1.210.42 = 0.160.032 = 0.00090.23 = 0.008
Divisibility Criteria
Divisibility...