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Conjectures and Counterexamples Worksheets PDF  Form

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Instructions and help about geometry counterexample worksheet

let's talk about conjectures and counter examples which we're going to do in the form of analyzing patterns to predict the next term in the sequence so let's try some easy ones take a look at the numbers in this sequence and see if you can figure out what number comes next if you said 48 you're correct what we're doing in this sequence is just doubling we're multiplying by two three times two is six 6 times 2 is 12 12 times 2 is 24 so that means i would multiply 24 by 2 to get to my answer of 48. let's try another one this one's a little bit more challenging you might think at first that we're adding 9 plus something is 16 that would be 9 plus 7 and then if i add 7 to 16 well that doesn't get me to 25 so i'm not just adding the same thing each time and i'm not multiplying because what do you even multiply 9 by to get to 16. so so what is going on here well sometimes you have to look for more than just adding or subtracting or multiplying or dividing there's other types of special numbe

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