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Power of a Power Exponent Laws 2014 © Davies. When multiplying two terms with the same base we previously learned that the base would remain the same.

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Presentation on theme: "Power of a Power Exponent Laws 2014 © Davies. When multiplying two terms with the same base we previously learned that the base would remain the same."— Presentation transcript:

1 Power of a Power Exponent Laws 2014 © Davies

2 When multiplying two terms with the same base we previously learned that the base would remain the same and the exponents would be added together. Example: 4 4 x 4 3 = 4 4+3 = 4 7 2014 © Davies

3 But what happens if the term with the exponent is raised to an additional power??? Example: (3 2 ) 3 = ???? This is like saying… =3 2 x 3 2 x 3 2 When we further expand we end up with = 3 x 3 x 3 x 3 x 3 x 3 = 3 6 2014 © Davies

4 When an exponent is raised by another exponent, the exponent are multiplied. Example: (5 3 ) 4 = 5 3x4 = 5 12 2014 © Davies

5 Try a few Express as an exponent with a single base. a.(-4 3 ) 19 = b.(6 3 ) -4 = c.(-3 -2 ) -3 =

6 a.(-4 3 ) 19 = (-4) 3x19 = (-4) 57 b. (6 3 ) -4 = 6 3x4 = 6 12 c.(-3 -2 ) -3 = (-3) -2 x -3 =(-3) 6


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