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lim(t→0)(3x+t) (x^(3 ) (x-t). need some help with this question please
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\(\bf lim_{t->0}(3x+t) (x^(3 ) (x-t)\) ?
$$\bf lim_{t\rightarrow0}(3x+t) (x^3) (x-t)\\ lim_{t\rightarrow0}(3x+t) \times lim_{t\rightarrow0}(x^3) \times lim_{t\rightarrow0}(x-t) $$
so usually you'd just set the "t" variable to 0 and that'd be the limit
aply limit separate and put the valu of t as 0 so u will get 3x^5
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