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more Conjecture? 4, -20, 100, -500.... I don't know what the conjecture is. 10, 20, 40, 70, 110 Smae thing don't know. ... (Asked by Sakura)
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All multiplied by -5 4-5= -20 -20-5=100 100-5= -500 Next would be -500-5= 2500 10 is added to a sequential multiple of 10 10+(100)=10 10+(101)=20 20+(102)=40 40+(103)=70 70+(104)=110 Next would be 110+(105)=160...(Answered by Jerry L)

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make a conjecture about the behavior of the graph? make a conjecture about the behavior of the graph of y = x^3(3x-4)(x+2)^2 in the vicinity of its x-intercepts ... (Asked by blondefuss)
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The x-intercepts occur at x =0, x =4/3, and x=-2. The root x =0 has multiplicity 3, which is odd, so at that point the graph should be tangent to the x-axis, cross the x-axis, and have an inflection point there. The root x = -2 has multiplicity 2, which is even, so the graph should be tangent to but not cross the x-axis there. The root x = 4/3 is simple, so at that point the curve should cross the x-axis without being tangent to it. All of this conclusion is consistent with the graph, should you use a ...(Answered by thesekeys)

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Writing a conjecture based on a pattern I see? the problem reads: Use a calculator to explore the pattern. Write a conjecture based on what you observe. 101 x 34 = 3434 101 x 25 = 2525 101 x 97 = 9797 101 x 49 = 4949 I see the pattern, i just dont know the proper way to word it. Sorry for the dumb question, but please help. thank you for the help but simple answers please.. the previous question was the product of any two odd numbers is ?... odd.. see the shortness? ... (Asked by justgohome523)
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101 * X= XX...(Answered by FanfictionFreak)

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conjecture for derivative of sine function? having described the behaviour of the gradient of the function f(x)=sin(x) from -360/-2pi to 360/2pi, using graphs of f(x)=sinx and y=f'(x), i now need to make a conjecture for the derived function. i can see that the inverse graph is y=cos(x), but i have no idea what to write. any help would be great (not specifics of what i should be writing, but help towards the sort of thing i should be writing). thanks ... (Asked by cassie)
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write something about great food...(Answered by christian s)

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Write a conjecture about two triangles in which the sides of one triangle are congruent to the sides? of the other triangle. ... (Asked by Clarion N)
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If the sides of one triangle are congruent to the sides of the other triangle, then the two triangles are congruent. This is the side-side-side,(SSS) theorem....(Answered by 16oeoj)

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can anyone solve this conjecture? my math teacher gave this conjecture to my class as homework. "Every integer greater than 5 can be written as the sum of three primes." can anyone disprove it? anyone???? ... (Asked by harcal4)
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I've heard the conjecture: Every integer greater than 2 can be written as the sum of two primes. But I have never heard of the conjecture: Every integer greater than 5 can be written as the sum of three primes. I wil surely look into it though! After I have done some research, I do not think anyone has proved that any number greater than five can be written as the sum of 3 primes. Since they haven't a British publisher is giving a $1 million dollar reward for the person that does prove it....(Answered by s93thokala)

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Explain what a conjecture is. Which type of reasoning is used to arrive at a conjecture? Explain what a conjecture is. Which type of reasoning is used to arrive at a conjecture? Which type of reasoning is used to prove a conjecture? Provide an example. ... (Asked by jay_n_kim_quicksall)
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In mathematics, a conjecture is a mathematical statement which appears likely to be true, but has not been formally proven to be true under the rules of mathematical logic. Once a conjecture is formally proven true it is elevated to the status of theorem and may be used afterwards without risk in the construction of other formal mathematical proofs. Until that time, mathematicians may use the conjecture on a provisional basis, but any resulting work is itself conjectural until the underlying conjecture is cleared up. In scientific philosophy, Karl Popper pioneered the use of the term "conjecture" to indicate a proposition ...(Answered by i give u answers)

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Write a conjecture about two triangles in which 2 angles and the included side of 1 triangle are congruent? to 2 angles and the included side of the other triangle.... ... (Asked by Clarion N)
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The two triangles are congruent by ASA (angle-side-angle). Because the side is in between the two angles the two triangles are congruent....(Answered by Tiki)

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Goldbach's conjecture, which has not been proved, states that every even number greater than two is the sum..? Goldbach's conjecture, which has not been proved, states that every even number greater than two is the sum of two primes. However, the same is not true for every odd number. Which of the following odd numbers is not the sum of two primes? A- 13 B 33 C- 43 D- 53 E- 73 The person to give me the best answer along with a valid reason to back it up, will get 10 points. ... (Asked by vini_vindaloo)
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The only way you can add two numbers and get an odd number for the sum is to start with an odd and an even number. The only even prime number is 2. So, these numbers must be of the form 2 + X, and we want to know for which one X is not prime. A ... 2 + 11 = 13 ... Since 11 is prime, this isn't the answer. B ... 2 + 31 = 33 ... Since 33 is prime, this isn't the answer. C ... 2 + 41 = 43 ... Since 41 is prime, this isn't the ...(Answered by dmb)

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Counterexample that shows the conjecture is false? More details...? Can you help me give one counterexample that shows that the conjecture is false? For any real number n, the square root of n squared will always equal n. Thanks. ... (Asked by iris)
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Hmmm ... this depends on how complex you want to take it. At first look, it is true for any positive real number (R+) and not true for any negative real number (R-). The problem is that the result of taking the square root is to actually give you BOTH the positive and negative result. For example the square root(s) of 4 is 2 and -2 at the same time. The answer they most likely want is to use a negative number as your example. If they haven't started talking to you about +/- answers, then your safe for ...(Answered by cyberdjinn)

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more Conjecture? 4, -20, 100, -500.... I don't know what the conjecture is. 10, 20, 40, 70, 110 Smae thing don't know. ... (Asked by Sakura)
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All multiplied by -5 4-5= -20 -20-5=100 100-5= -500 Next would be -500-5= 2500 10 is added to a sequential multiple of 10 10+(100)=10 10+(101)=20 20+(102)=40 40+(103)=70 70+(104)=110 Next would be 110+(105)=160...(Answered by Jerry L)

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