# data[].attributes.body
1. (0,0)

2.(0,0)

3.Y=minium Y=0

4.Domain- all real numbers

5.y>=0

6.My gragh got skinnier

# data[].attributes.body
Purple line= Parent function

Blue line= My function

The function for y =0.5|x| has a vertex at the origin, (0,0)

A minimum value of zero for the range (y is less than or equal to 0), all real numbers for the domain.

The line of symmetry is at x = 0.

The function stretched out.

# data[].attributes.body
the function of y=-2|x| has a vertex at 0 a minimum value of 0 for the range (0) the line of symmetry x=0. all real numbers.the function got thinner.

# data[].attributes.body
Vertex: -5, 0

Line of symmetry: x= -5

Minimum/maximum: 0

Domain: all real numbers

Range: y>=-5

Transformation: slided to the left

# data[].attributes.body
The Vertex is (0,0). The line of symmetry is when x=0. The minimum is y =0. Domain:d all real numbers. Range: y is greater than 0. The function shifted down

# data[].attributes.body
The function for y=|x|=4 has a vertex 0,4.

The Line of Symmetry is at at 0,0

The Minimum is y=4

The Domain is all real numbers

The Range is y is greater than or equal to 4

The Difference between the parent function and the new function is the new function got smaller.

# data[].attributes.headline
change in a: y=2/3|x|                   By:Cassidy Gillham

# data[].attributes.subject
change in a: y=2/3|x|                   By:Cassidy Gillham

# data[].attributes.body
The function y=2/3|x|(blue) has a vertex at the origin as well as the parent function (green).The line of symmetry is at x=0. The minimum for both functions is at 0,which means the minimum range is at y=0. The domain is all real numbers. My function is more stretched out than the parent function. It also is not as steep as the parent function.   ;)

# data[].attributes.body
The function of y=3/4|x| has a vertex at (0,.1), a minimum value of .1.( y is greater than .1) Domain:all real numbers. The transformation of the function and the parent function is the function shifted down. The line of symmetry is x=0

# data[].attributes.body
Vertex:3 LoS:x=0 Domain:all real numbers Range:y=<0

# data[].attributes.body
The function for y=3|x|. It has vertex at (0,0)

# data[].attributes.body
The function is y = 2 * | x | . It has a vertex at the origin. The line of symmetry is x=0 The minimum of the function is (0,0) The domain is all real numbers. The range is y ≥ 0. Just like the parent function. The difference between this and the parent function is that my function is skinnier than the parent function.

# data[].attributes.body
The function for y= -2/3|x| (green) has a vertex at the origin (0,0). The line of symmetry is at x= 0. The domain are all real numbers. The maximum value of zero is y = 0 for the range so the range is less than or equal to (< =) 0.

The transformation of the function flipped upside down and stretched out a little compared to the parent function (red).

# data[].attributes.headline
Change in k:y= |x|+5 by: Oracle Richards

# data[].attributes.subject
Change in k:y= |x|+5 by: Oracle Richards

# data[].attributes.body
The function for y= |x|+5 has a vertex at (0,5) , has a minimum at (0,5) as well. The range is y is greater than or equal to 5. The Domain is all real numbers. The line of symmetry is 0. It appears that the function shifted up from from the origin.

# data[].attributes.headline
Mele'ofa Taufa                        change in a: y= -1/2|x|

# data[].attributes.subject
Mele'ofa Taufa                        change in a: y= -1/2|x|

# data[].attributes.body
The function for y = -1/2|x| has a vertex at the origin, a minimum value of zero for the range, all real numbers for the domain. The line of symmetry is at x=0. The transformation was that it moved down and it became wider.

# data[].attributes.body
The function of y=x has a vertex at the origin a min value of zero for the rang

# data[].attributes.body
The vertex of the equation is (-2,0). The line of symmetry is x=-2. The minimum is -2. The domain is all real numbers. Range is y>=-2. the transformation is a moving of -2 spots from the parent equation

# data[].attributes.body
The function is y=abs(x-3) has the vertex at (3,0 the minimum is y=0. The line of symmetry is x=4 The domain is all real numbers. the range is y >= 0. my function move four spaces right

# data[].attributes.headline
Y=|x+1|                                                                                      Aiden Lang

# data[].attributes.subject
Y=|x+1|                                                                                      Aiden Lang

# data[].attributes.body
The function for y = |x| has a vertex at the point -1, 0, a minimum value of zero for the range (y less than or equal to 0), all real numbers for the domain. The line of symmetry is at x = -1, 0.

The transformation was that the V moved over.

# data[].attributes.body
The function, y=|x|-5 has a vertex of at the point (0,-5). The minimum range is Y=-5 which means the range can be any real number higher than -5 or it can be exactly -5.The line of symmetry is at X=0. Comparing the parent function to my given function, my given function shifted down 5 numbers.

# data[].attributes.headline
Change in k: y=|x|-2                     By: Jason Cruz

# data[].attributes.subject
Change in k: y=|x|-2                     By: Jason Cruz

# data[].attributes.body
The function for y=|x|-2 (Blue) has a vertex at -2, a minimum value of -2 for the range(y greater than or equal to -2), all real numbers for the domain. The line of symmetry is at x= 0.

Compared to it's parent function (Yellow) the Blue function moved down two units.

# data[].attributes.body
The parent function for y = |x+3| has a vertex at the origin (0,-3) a minimum value of zero for the range (y more than or equal to 0), all real numbers for the domain. The line of symmetry is at x = 0.

As this is the parent function, there were no transformations performed.

# data[].attributes.body
The function is y=abs(x)-3 has the vertex at (0,-4). The minimum is y=0. The line of symmetry is x=0. The domain is all real numbers. The range is y>= -4. my function moved down four spaces

# data[].attributes.body
The function for y=|x-1|(green) has a vertex at (1,1) a minimum value of zero for the range (y less than or equal to 0) all real numbers for domain. The line of symmetry is at x=1. The function moved to the left 1 unit.

# data[].attributes.body
The parent function for y = |x| has a vertex at the origin, a minimum value of zero for the range (y less than or equal to 0), all real numbers for the domain. The line of symmetry is at x = 0.

As this is the parent function, there were no transformations performed.