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Ch.4 fac, frac, exp
| Question | Answer |
|---|---|
| Rules for Divisibility | 2. If it ends in an even number 3. Add them all up 4.Are the last two digits in your number divisible by 4? 5. Ends in 0 or 5 6. Goes into 3 and 2 8.if the last 3 digits are divisible by 8 9. Add all the digits in the number 10. End in 0 |
| Factors | Factors are what goes into the numbers. |
| Order of Operations | PEMDAS |
| Exponent | 3^2= 3x3= 9 |
| Base | The base is the whole number |
| Power | The power is the number above the base |
| (-3)² means | (-3)x(-3)= 9 |
| -3² means | 3x3= -9 |
| Prime Numbers | A prime number is a whole number that only has two factors which are itself and one. |
| Composite Numbers | All even numbers are composite including 0 |
| GCF | Greatest Common Factor |
| Variable GCF | x^2y^5, xy^3 |
| Prime Factorization | 120 |
| Finding Prime Factorization using GCF | 78 and 124 do a factor tree |
| Simplifying Variable expressions | 12x^2y^5/8x^4y^2 |
| Rational Numbers | A number that can be simply put into a fraction |
| Negative Rational Numbers | 4x^3y^5 * 3x^2yz^2 |
| Power of Power Rule | (x^3y^5)^4 |
| Zero exponent Rule | x^0 |
| Negative exponent Rule | x^-3 |
| Write without negative exponents | x^-3y^2/a^2b^-3 |
| Rewrite without a fraction bar | x^3y^2/a^2b^3 |
| Rewrite without zero or nagative exponents and simplify | x^-2y^2z^0/x^-2y^-3 |
| Jaden, Valerius | Period 5 |