GIF equation

\hspace{-16}\bf{\mathbb{S}}$olve for $\bf{x}$\\\\ $\bf{(1)\;\; \lfloor 1.5 \rfloor x+\lfloor x \rfloor=5}$\\\\ $\bf{(2)\;\; \lfloor x \rfloor+\lfloor 2x \rfloor \leq \sqrt{3}}$

2 Answers

262
Aditya Bhutra ·

1) i presume it is [1.5x]

x → [2 , 8/3)

2) x → (-∞ , 1)

11
epsilon ·

for equation 2, x lies between (-∞,1)

[x]+2[x]≤1.732 (rounding off)

for the equation to satisfy x should be less than one...

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