Exponent Product
Exponent Quotient
Power of Powers
Zero & Negatives
Power of Product & Quotient
Solving Exponential Equations
Changing Graphs & Tables into Exponential Equations
100
52 * 5
53
100
`(y^8)/(y^5)`
y3
100
`(8^4)^3`
812
100
`(25x)^0`
1
100
Simplify
`(2^-3 5^4)^5`
`5^20/2^15`
100
`3^(4x+2) = 3^(0)`
`x = -(1/2)`
100
Turn this table into the equation y = a(b)x
`y = 10(2)^x`
200
c3 * c5
c8
200
`(5^10)/(5^7)`
53
200
`(5^2)^5`
`5^10`
200
`2^(-4)`
`1/16`
200
Simplify
`(4^6 2^-3)^-5`
`2^15/4^30 `
200
`4^(-2x - 10) = 4^(8x)`
x = -1
200
Turn this table into y = a(b)x
`y = 4(1/2)^x`
300
The expression 32 x 33 x 34 is equivalent to what?
39
300
`(12w^5)/(2w)`
`6w^4`
300
`(2a^2)^2(b^2)^3`
`4b^6a^4`
300
`3x^(-2)`
`3/x^2`
300
Simplify
`(a^-4/b^8)^5`
`1/(a^20 b^40) or a^-20 b^-40`
300
`5^(3x - 4) = 5^(2x + 5)`
x = 9
300
Turn this table into the equation y = a(b)x
`y =3(5)^x`
400
Which expression represents (x2y4)(xy2) in simplest form?
x3y6
400
When -9x5 is divided by -3x3, the quotient is what?
`3x^2`
400
Simplify
`(ab^2 c^3)^5`
`a^5 b^10 c^15`
400
`100,000x^0`
100,000
Since x0 is 1 and then 100,000 x 1 = 100,000
400
Simplify
`(2a^-2 3b^3)^-2`
`a^4/(36b^6)`
400
`3^(x + 3) = 9^(x + 3)`
x = -3
400
Turn this graph into the equation y = a(b)x
Hint: use the points
`y = 1(2)^x`
500
Which expression represents (2x3y4)(x7y2) in simplest form?
14x4y6
500
Simplify:
`(k^5m^8)/((k^3)(m^2))`
`k^2m^6`
500
If the expression
`(2y^a)^4`
is equivalent to
`16y^8`
what is the value of a?
2
500
`x^-2y^4`
`(y^4)/(x^2)`
500
`(2k^7)^5(2k^4)^3`
`256k^47`
500
`9^(x + 2) = 27^(x -2) `
x = 10
500
Turn the graph into the equation y = a(b)x
Hint: Use the points
`y = 1(1/2)^x`