MCQ
${x^5} + 10{x^4}a + 40{x^3}{a^2} + 80{x^2}{a^3}$$ + 80x{a^4} + 32{a^5} = $
- A${(x + a)^5}$
- B${(3x + a)^5}$
- ✓${(x + 2a)^5}$
- D${(x + 2a)^3}$
So, ${(x + 2a)^5} = {x^5} + 10{x^4}a + 40{x^3}{a^2} + 80{x^2}{a^3} + 80x{a^4} + 32{a^5}$.
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$\mathop {Limit}\limits_{n\,\, \to \,\,\infty } $$\frac{1}{{{n^4}}}$ $\left( {\left[ {{1^3}\,x} \right]\,\, + \,\,\left[ {{2^3}\,x} \right]\,\, + \,\,......\,\, + \,\,\left[ {{n^3}\,x} \right]} \right)$ equals