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Form 3 2366

Form 3 2366

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Video instructions and help with filling out and completing Form 3 2366

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Instructions and help about Form 3 2366

in this video we're going to make a comparison between limits and linear approximation so let's say you've got a a graph y sin of X it will look something like this we can approximate it near xal Z we can approximate it to a straight line the equation of this straight line will be in the form of y = mx + C it will be in this form here we need to know the gradient well the gradient is given by this uh near near x equal Z well we can put Z into here so the gradient will be will be one so this thing here will be one blah blah blah we've done this before uh the near xal Z the best linear approximation um would be this this equation here yal x so um so if you have a a graph y s of X near xal Z the best linear approximation would be the equation yal x and we've done this before so if you don't understand this track back to one of the early videos but uh what what we what I'm trying to illustrate here is that near xal Z around this regio

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