1. 2m^2*3m^3
6m^6
1. (x^2y^-3)^2
x^4/y^6
a^n*a^m
a^(n+m)
What do we call the set of all possible outputs for a function?
RANGE
Shereen's & London's Major
Computer Science and Civil Engineering?
6. (3m)^-2
1/9m^2
2. (2b^-4c^3)^-1
b^4/(2c^3)
(a^n)^m
a^nm
Find all the x's that satisfy g(x)=0 through factoring!
g(x)=x^2-4x-45
x=9,-5
What is Vandan's favorite sport?
Football!!
2. (2b^4)^(-1)
2/b^4
3. (2(p^4)(q^-4)(r^-3))/(3(p^2)(q^-3)(r^4))
(2(p^2)/(3q(r^7))
(a+b)^n
a^n+2ab+b^n
If f(x)=(x^4-3x+7)/(x^2+2x+1), how many asymptotes does f(x) have?
none (4>2)
What is Shereen's favorite food?
Spaghetti Pasta!
11. 3m^-4/m^3
3/m^7
4. (4x^02y^2z^3)/(4xyz)
(2yz^2)/x
a^n/a^m
a^(n-m)
Based on the function, f(x)=3x^2+7x+39, determine the following:
1. Concavity (Concave up or down)
2. Value of the y-intercept
3. Range
1. Concave UP
2. 39
3.[39, inf)
The common thing between ALL THREE SPT's?
12. x^-1/4x^4
1/4x^5
[(2x^2x^3y^6)/(x+y)]^-3
(x+y)^3/(8x^15y^18)
a^-n
1/a^n
What is the domain of the following function?
f(x)=(x^3-4x)/(x^2+4x-21)
D: (-inf,-7)U(-7,3)U(3,inf)
What is London's & Vandan's favorite color?
Yellow