**Using a Trend Line to Make a Conjecture YouTube**

Conjecture 4: Make a conjecture about the graph of . Include information about the vertex, direction that it opens(i.e. concavity), relative widths of the graphs, y-intercept, and x-intercepts. Discuss what you think the affect of changing "b" is on the graph.... (G) Make a conjecture detailing the transformations of the graph of the sine function when: 1. a â‰ 1 When a > 1. the graph is stretched vertically. The max and min values are further apart.

**Collatz Graph All Numbers Lead to One Jason Davies**

For cubic graphs, this conjecture is verified in the paper "Tutteâ€™s Edge-Colouring Conjecture", which is written by the above authors. Also, note that most conjectures about flows can be easily reduced to the case of cubic graphs by splitting arguments.... Definition Of Conjecture. Conjecture is a statement that is believed to be true but not yet proved. Examples of Conjecture. The statement "Sum of the measures of the interior angles in any triangle is 180Â° " is a conjecture.

**plotting Trying to visualize the Collatz conjecture**

Goldbach's comet Richard Tobin This graph (sometimes known as "Goldbach's Comet") shows the number of ways in which each even number up to a million can be expressed as the sum of two primes. For Goldbach's conjecture to be false, there must be a zero value somewhere off to the right.... Goldbach's comet Richard Tobin This graph (sometimes known as "Goldbach's Comet") shows the number of ways in which each even number up to a million can be expressed as the sum of two primes. For Goldbach's conjecture to be false, there must be a zero value somewhere off to the right.

**Three conjectures in extremal spectral graph theory**

8/02/2016Â Â· In this video, I use the given trend line to make a conjecture about the data. I first find the equation of the trend line in slope-intercept form to help make my conjecture.... They make conjectures and build a logical progression of statements to explore the truth of their conjectures. They are able to analyze situations by breaking them into cases, and can recognize and use counterexamples. They justify their conclusions, communicate them to others, and respond to the arguments of others. They reason inductively about data, making plausible arguments that take into

## How To Make A Conjecture About A Graph

### 40-year math mystery and four generations of figuring

- Gallaiâ€™s Conjecture For Graphs of Girth at Least Four
- Basic Statistics & Probability Evaluating Data & Making
- Conjecture (Geometry Proof) â€“ Mathplanet
- Module 12 Rules of Differentiation - Lesson 1

## How To Make A Conjecture About A Graph

### Conjecture Pages: Each conjecture gets its own page. On this page, sketches and explanations will be given, as well as links to Geometer's Sketch Pad demonstrations and Worksheet Activities. On this page, sketches and explanations will be given, as well as links to Geometer's Sketch Pad demonstrations and Worksheet Activities.

- Conjecture 4: Make a conjecture about the graph of . Include information about the vertex, direction that it opens(i.e. concavity), relative widths of the graphs, y-intercept, and x-intercepts. Discuss what you think the affect of changing "b" is on the graph.
- See the graph on the right to find out what happens when y= sin x is overlaid by y = sin (x-3). Can you see that the graph is shifted three units to the right? Make a conjecture about variations of c.
- Goldbach's conjecture has two boundaries that set limits on how masking may occur. The first condition is the symmetry of the masking pattern around 1/2 G. The second condition occurs from where zero pairs with G through the critical region.
- Someone with more skill then me at video game design should make an Elementary Logic game Â·

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