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Đề thi vào lớp 10 THPT Lai Châu năm 2018 (Toán Chung)

Started By conankun, 12-06-2018 - 12:32

2019

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Đề thi vào lớp 10 THPT Lai Châu năm 2018 (Toán Chung)

#1
conankun

Posted 12-06-2018 - 12:32

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Also tagged with one or more of these keywords: 2019

$3+ 2+ $$$> \frac{\it{2019}^{\,\it{2019}- \it{2018}}}{\it{2020}}$$

$\text{k}_{\,\min}$ $$\left ( \it{abc} \right )^{\text{k}}\leqq$$ $\it{3}$

$\frac{\it{a}}{\it{2}\,\it{a}^{\,\it{m}}+ 1}+$ $$\leqq \it{1}$$

$\binom{\it{20}}{\it{19}}+$ $$= \it{2019}$$

$$\it{2019}= \it{F}_{\,\it{17}}+ \it{F}_{\,\it{14}}+ \it{F}_{\,\it{9}}+$$

1 user(s) are reading this topic

Đề thi vào lớp 10 THPT Lai Châu năm 2018 (Toán Chung)

#1 conankun Posted 12-06-2018 - 12:32

Attached Images

Also tagged with one or more of these keywords: 2019

$3+ 2+ $$$> \frac{\it{2019}^{\,\it{2019}- \it{2018}}}{\it{2020}}$$

$\text{k}_{\,\min}$ $$\left ( \it{abc} \right )^{\text{k}}\leqq$$ $\it{3}$

$\frac{\it{a}}{\it{2}\,\it{a}^{\,\it{m}}+ 1}+$ $$\leqq \it{1}$$

$\binom{\it{20}}{\it{19}}+$ $$= \it{2019}$$

$$\it{2019}= \it{F}_{\,\it{17}}+ \it{F}_{\,\it{14}}+ \it{F}_{\,\it{9}}+$$

1 user(s) are reading this topic

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#1
conankun

Posted 12-06-2018 - 12:32