Could somebody help me get started on this question. I'm not sure how to approach it. http://imgur.com/jFTM2qM
I tried the obvious f(x)=sinx-x^2 and it didn't help much.
Plug in what they give you for r into all the r's in the given equation\[\left| \sin (\sqrt{15}-3)-(\sqrt{15}-3)^{2} \right|<\frac{ 1 }{ 200 }\] From there plug in your calculator\[\sin (\sqrt{15}-3)\] Then multiply\[(\sqrt{15}-3)(\sqrt{15}-3)\]
Hmm Math processing error :/
ahh ok i can read it on chrome
you couldn't see what I wrote?
But I can't use a calculator
The teacher said no calculators?, or you do not have a calculator?
It's a past paper. And the exam does not allow calcs
oh, well that makes it a whole lot more challenging. alright first multiply out\[(\sqrt{15}-3)(\sqrt{15}-3)\]By using the distributive property.\[(\sqrt{15})(\sqrt{{15}}),(\sqrt{15})(-3),(-3)(\sqrt{15}),(-3)(-3)\]
Is there a specific taylor polynomial I have to try
Sorry, taylor polynomials is something I haven't covered in my class yet. I didn't read your question thoroughly.
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