What is the vertex of this function f(x)=-2(x-3)2+1?
(3,1)
Solve for x, 7x2-6=57
x= +/- 3
What is √64?
8
(x+6)(x+7)
x2-13x-42
What is the domain of any (continuous) quadratic function?
(-∞,∞)
Does this function have a minimum or a maximum?
f(x)=-2(x-3)2+1
Maximum
Solve for x, 3x2+7=301
x= +/- 7√2
What is √27?
3√3
(x+2)(x-5)
x2-3x-10
What is the range of this function, f(x)=(x+2)2-1?
[-1,∞)
How does the "h" value in vertex form change what the graph looks like?
It moves the graph either left or right from the origin.
Solve for x, (x-5)2=36
x=-1 and 11
What is √48?
4√3?
(x-3)(x+3)
x2-9
What is the range of this function, f(x)=x2-4?
[-4,∞)
What two (2) different things does the "a" value tell us about the graph of a function in vertex form?
1) Will the graph open up or down
2) Will the graph get skinnier or wider (A big number will make it skinnier, a fraction will make it wider)
Solve for x, 1/4(x+1)2-11=14
x= 9 and -11
What is √5*√5?
5
(x-5)2
x2-10x+25
Given the function, f(x)=-2(x-3)2+1, find f(5).
f(5)=-7
Write the equation of a quadratic function with a vertex of (-3,-1) and a second point of (-2,-2)
f(x)=-(x+3)2-1
Solve for x, 10(x-5)2=440
x= +/- 2√11 +5
What is √36/4 ?
3
(2x+5)(2x-2)
4x2+6x-10
Solve: -49=-2(x-3)2+1
x=8 and -2