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Cr Q2 Form

Cr Q2 Form

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Instructions and help about cr q2 2020

all right subtext one on the cset number three we need to recognize the form first off so perform a equals b n plus RT so we're gonna say from the beginning that a is 22 and b is 14 so we're going to apply the euclidean algorithm again mr. manager of a again if you notice a the technique is being done here refer to the previous you clean algorithm question with two large numbers by the GCD of two larger numbers goes at once a remainder of 6 it comes out front goes in once with remainder of 2 goes in 3 times remainder of 0 that confirms that the GCD is in fact to which is pretty obvious between 14 and 22 but we still need to be able to show it now I'm gonna take these and rewrite them instead of being sawed off which a equals B n plus R I'm gonna put it in the form a minus V 10 equals R and instead of writing all four statements I'm gonna write just the first three and it's going to become apparent why in a second so 22 minus 14 times 1 is 8 I'm gonna leave some space here all right I'm

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