Solve using the properties of exponents:
c^10/c^5
c5
1
Solve using properties of exponents? (x3y4)(x-2y-1)
xy3
What is the starting amount of this function?
f(x) = 10(2)x?
10
A rocket ship takes off starting 25 feet off the ground. It accelerates triple its distance every minute.
What is the equation that models this situation?
f(x) = 25(3)x
Simplify using Properties of Exponents: x3*x5*y3*z0
x8y3
Simplify using Properties of Exponents: (x4)3
x12
Simplify using Properties of Exponents: (c2)3
c6
Is this function growing or decaying?
f(x) = 0.5(1.5)^x
Growing
Simplify the following expression to only contain positive exponents:
b^-3/a^-3
a^3/b^3
Simplify using Properties of Exponents: d22 · d12
d34
Simplify using Properties of Exponents: (2p5)3
8p15
Simplify using Properties of Exponents: 3x2y-26
(18x^2)/y^2
What is the growth rate of this function?
f(x) =(2)^x
Growth Rate = 1 or 100%
What is the growth rate of this function?
f(x) = 1.25(1.25)x
25%
Simplify using Properties of Exponents:
(x^25*y^-5) / (x^-13*y^5)
x38/y10
Simplify using Properties of Exponents: (z4)-4
1/z^16
Simplify using Properties of Exponents:
x^-2/x^-2
1
What is the output when x = 3?
f(x) = 5(2)^x
40
Simplify the following expression to only contain positive exponents: (a7 * a0 * a-5)-2
1/a^4
Simplify using Properties of Exponents:
(2y^(0)x^(2)2y^2)/(x^3*y^2)
4/x
Simplify using Properties of Exponents: (x(m-2)4)3
x^3/m^24
Simplify using Properties of Exponents: (r10)(r-2)/ (r5)2
1/(r^2)
What is the equation of this function?
x -2 -1 0 1 2
y 27 9 3 1/3 1/9
f(x) = 1/3(3)x
What is the rate of decay for this function?
f(x) = .05(.05)x
95%