9/19/2022-Warm Up

Last updated about 3 years ago

19 Nsɛmmisa

https://www.desmos.com/testing/virginia/scientific

(find the 2 solutions...then input ONLY the larger of the 2 in the box..if your solutions include a fraction, use the calculator to determine the decimal equivalent before answering..but give the fraction in the answer box)

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Given the graph, what is a?

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Given the graph, what is the vertex point?

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Given the graph, what is the axis of symmetry?

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9/19/2022-Warm Up

(find the 2 solutions...then input ONLY the larger of the 2 in the box..if your solutions include a fraction, use the calculator to determine the decimal equivalent before answering..but give the fraction in the answer box)

9/19/2022-Warm Up

(find the 2 solutions...then input ONLY the larger of the 2 in the box..if your solutions include a fraction, use the calculator to determine the decimal equivalent before answering..but give the fraction in the answer box)

Given the graph, what is a?

Given the graph, what is the vertex point?

Given the graph, what is the axis of symmetry?

Given the graph, write the equation of the function. Start with f(x)=

a=

Vertex:

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Domain: (in interval notation)

Range: (in interval notation)

Increasing interval:

Decreasing interval:

axis of symmetry (AOS):

The graph transformed from the original parent function as follows: (choose all that apply)

The minimum point (x,y) on the graph is:
(if none, type none)

The maximum point (x,y) on the graph is:
(if none, type none)

Given the graph, what is a?

Given the graph, what is the vertex point?

Given the graph, what is the axis of symmetry?

Given the graph, write the equation of the function. Start with f(x)=

The graph transformed from the original parent function as follows: (choose all that apply)

a=

Vertex:

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Domain: (in interval notation)

Range: (in interval notation)

Increasing interval:

Decreasing interval:

axis of symmetry (AOS):

The graph transformed from the original parent function as follows: (choose all that apply)

The minimum point (x,y) on the graph is:
(if none, type none)

The maximum point (x,y) on the graph is:
(if none, type none)

The graph transformed from the original parent function as follows: (choose all that apply)

9/19/2022-Warm Up

(find the 2 solutions...then input ONLY the larger of the 2 in the box..if your solutions include a fraction, use the calculator to determine the decimal equivalent before answering..but give the fraction in the answer box)

9/19/2022-Warm Up

(find the 2 solutions...then input ONLY the larger of the 2 in the box..if your solutions include a fraction, use the calculator to determine the decimal equivalent before answering..but give the fraction in the answer box)

Given the graph, what is a?

Given the graph, what is the vertex point?

Given the graph, what is the axis of symmetry?

Given the graph, write the equation of the function. Start with f(x)=

a=

Vertex:

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Domain: (in interval notation)

Range: (in interval notation)

Increasing interval:

Decreasing interval:

axis of symmetry (AOS):

The graph transformed from the original parent function as follows: (choose all that apply)

The minimum point (x,y) on the graph is:(if none, type none)

The maximum point (x,y) on the graph is:(if none, type none)

Given the graph, what is a?

Given the graph, what is the vertex point?

Given the graph, what is the axis of symmetry?

Given the graph, write the equation of the function. Start with f(x)=

The graph transformed from the original parent function as follows: (choose all that apply)

a=

Vertex:

Graph the equation in show your work. Then use your graph to help you answer the rest of the questions for this equation. (or upload a picture of your graph here)

Domain: (in interval notation)

Range: (in interval notation)

Increasing interval:

Decreasing interval:

axis of symmetry (AOS):

The graph transformed from the original parent function as follows: (choose all that apply)

The minimum point (x,y) on the graph is:(if none, type none)

The maximum point (x,y) on the graph is:(if none, type none)

The graph transformed from the original parent function as follows: (choose all that apply)

The minimum point (x,y) on the graph is:
(if none, type none)

The maximum point (x,y) on the graph is:
(if none, type none)

The minimum point (x,y) on the graph is:
(if none, type none)

The maximum point (x,y) on the graph is:
(if none, type none)