1. Properties of powers
1. Multiplying powers with the same bases
If we multiply powers with the same bases, we can add exponents.
2. Dividing powers with the same bases
If we divide powers with the same bases, we can subtract exponents.
3. Multiplying powers with the same exponent
If we multiply powers with the same exponent, we can multiply bases and the exponent remains the same.
4. Dividing powers with the same exponent
If we divide powers with the same exponent, we can divide bases and the exponent remains the same.
5. Raising a power to a power
If we raise a power to a power, we can multiply exponents.
2. Properties of roots
1. Root of a product
2. Root of quotient of roots
, (b≠0)
3. Power of a root
4. Root of a root
3. Absolute value
Absolute value of a number "a" is:
- a numerical value of "a" without regard to its sign
- a distance from 0
1. Multiplying powers with the same bases
If we multiply powers with the same bases, we can add exponents.
2. Dividing powers with the same bases
If we divide powers with the same bases, we can subtract exponents.
3. Multiplying powers with the same exponent
If we multiply powers with the same exponent, we can multiply bases and the exponent remains the same.
4. Dividing powers with the same exponent
If we divide powers with the same exponent, we can divide bases and the exponent remains the same.
5. Raising a power to a power
If we raise a power to a power, we can multiply exponents.
2. Properties of roots
1. Root of a product
2. Root of quotient of roots
, (b≠0)3. Power of a root
4. Root of a root
3. Absolute value
Absolute value of a number "a" is:
- a numerical value of "a" without regard to its sign
- a distance from 0
©2011-2013 by Oskar Zmarzły