Identify the given A or B in the following equation:
g(x)= [-1/4(x+3)]2
What is B is -4?
Identify the given h or k in the following equation:
g(x)= [-1/4(x+3)]2
What is h is -3?
Identify the parent graph from the following equation:
g(x)= [-1/4(x+3)]2
What is f(x)=x2
What is the formula for moving an x value from a parent graph to a new, transformed point?
bx+h
How does the graph move?
g(x)= (x+4)2-2
4 units left, 2 units down
Identify the given A or B in the following equation:
g(x)= 5(x+2)2- 1
What is A is 5?
Identify the given h or k in the following equation:
g(x)= [-1/4x]2-6
What is k is -6?
Identify the parent graph from the following equation:
g(x)= [-1/4(x+3)]7
What is f(x)=x7
What is the formula for moving an y value from a parent graph to a new, transformed point?
ay+k
How does the graph move?
g(x)= 2(x-1)2+1
Vertical Stretch by 2, 1 unit right, 1 unit up
Identify the given A or B in the following equation:
g(x)= [6(x-3)]3
What is B is 1/6?
Identify the given h or k in the following equation:
g(x)= [-1/4(x-63)]2
What is h is +63?
Identify the parent graph from the following equation:
g(x)= [-4(x+3)]6+13
What is f(x)=x6
What is the discriminant?
b2-4ac
How does the graph move?
g(x)=2x2-1
Vertical stretch of 2, down 1 unit
How would the given a value move the graph:
g(x)= -2[(x+3)]6
Flip over x axis and vertical stretch by a factor of 2
How would the given h value move the graph?
g(x)= [-1/4(x+3)]2
Identify the parent graph from the following equation:
g(x)= 5(x-3)5-13
What is f(x)=x5
What is the formula for finding the area of a circle?
(pi)r2
How does the graph move?
g(x)= -4(x+2)2-6
Flip over x axis, Vertical stretch by factor of 4, left 2, down 6
How would the given b value move the graph:
g(x)= [-1/4(x+3)]2
Flip over y axis and horizontal stretch by factor of 4
How would the following k value move the graph?
g(x)= [-1/4(x+3)]2-3
Drop the graph 3 units down
Identify the parent graph from the following equation:
g(x)= -13[1/8(x+2)2-647
What is f(x)=x2
What is the chemical formula for Sodium Chloride?
NaCL
How does the graph move?
g(x)= -2[-3(x+9)]2-13
flip over x axis, vertical stretch by 2, flip over y axis, horizontal compression by 1/3, 9 units left, 13 units down