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How to solve lim(x->0) (x-sinx)/x^3 without using Taylor Expansion for sinx?
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\[\lim_{x \rightarrow 0} (x-sinx)/x^3 \]
use L'Hospitals rule
Something more simple ?...got to use it for grade XI ....cant probably use this...
you can use a table of values that are getting close to zero...get the limit numerically
ok...
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