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fluctuate

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1
fluctuate
▪ I. † ˈfluctuate, a. Obs. [ad. L. fluctuāt-us, pa. pple. of fluctuāre: see fluctuate v.] Tossed on the waves; fickle as the waves, wavering.1631 R. H. Arraign. Whole Creature x. §2. 86 The godly man hath his..sure Anchor, when he seemes to be fluctuate. Ibid. xv. §4. 278 Ever vaine, and foolish, an... Oxford English Dictionary
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fluctuate
fluctuate/ˈflʌktʃueɪt; `flʌktʃʊˌet/ v[I, Ipr]~ (between A and B)1 (of a price, number, rate, etc) rise and fall; change irregularly （指价格、 数量、 比率、 费用等）涨落, 波动 The price fluctuates between 5 and 6. 价格在5英镑与6英镑之间波动.2 (of an attitude or a state) change continually and irregularly; waver （指态度或状态）变化不定, 动摇 f... 牛津英汉双解词典
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Can blood pressure fluctuate between being normal and ...
Oct 9, 2023 — Yes, blood pressure can fluctuate throughout the day. It's normal for blood pressure to vary in response to factors like physical activity, ...
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Blood sugar levels can fluctuate for many reasons - Mayo Clinic
Mar 13, 2024Taking medications incorrectly. Illness, infection, injury or surgery. Stress (both positive and negative stress) Hormonal changes. Physical or emotional stress triggers the release of hormones that can cause high blood sugar levels. Menstrual periods and menopause also cause changes in the hormones that affect blood sugar levels.
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6 Sneaky Reasons Your A1C Levels Fluctuate - Healthline
May 27, 2022blood pressure medications Several medications and supplements can also cause falsely low A1C levels , including vitamin C, vitamin E, antivirals, and certain medications used to treat cancer and ...
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Why does my appetite fluctuate every day? - Women's Health
Sep 7, 2023But regular training or an increase or loss of muscle mass over time will also change how much food you need at rest. This is known as your resting metabolic rate, so if you notice an appetite ...
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Is It Normal for Blood Pressure to Fluctuate?
Jun 10, 2023 — Summary. It's normal for your blood pressure to go up and down a little during the day. If you're using a home blood pressure cuff, the readings ...
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Oil prices fluctuate as concerns mount over Middle East tensions
Oct 16, 2023Oil prices rose above $91 a barrel Monday as diplomatic efforts to address the crisis in the Middle East intensified, but slipped back later in the day, falling below $90 on reports that that US ...
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Convergence/Divergence of $\sum_{n=1}^\infty \left(\frac {1+\cos(n)}3 \right)^n$ I need to see if this series $\sum_{n=1}^\infty\limits \left(\frac {1+\cos(n)}3 \right)^n$ either converges or diverges. I was thinking ...
**Hint:** $$ \sum_{n=1}^\infty \left|\frac{1+\cos(n)}3 \right|^n \leq\sum_{n=1}^\infty \left(\frac23\right)^n<\infty, $$ hence the series converges absolutely, hence converges.
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Why does $\lim_{x\to 0}x^{\cos 1/x}$ fluctuate between $0$ and $\infty$? I graphed the function $$y = x^{\cos(1/x)}$$ in matplotlib and realized that much like $\displaystyle y = \sin(\frac1x)$, the function has no ...
If $x=1/(2n\pi)$ where $n$ is an integer, then $$x^{\cos(1/x)}=x\to0\quad\hbox{as $n\to\infty$}.$$ If $x=1/((2n+1)\pi)$ then $$x^{\cos(1/x)}=x^{-1}\to\infty\quad\hbox{as $n\to\infty$}.$$ So for various (positive) values of $x$, your expression oscillates between $0$ and $\infty$.
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An exponential function between zero and one Alrighty, math noob here, so be nice :P. We're building an app and need an exponential function that exists between zero and one, and, depending on the importance we give i...
Maybe you mean power law rather than exponential. In that case @fedja's suggestion is great: $x^a$. $a1$ for high importance.
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大起大落 - (of market prices etc) to rapidly fluctuate (idiom), volatile ...
English - Chinese Dictionary | Meaning of 大起大落 in English: (of market prices etc) to rapidly fluctuate (idiom), volatile, significant ups and downs, roller coaster | ChinesePod.com
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$\lim_{|z|\to\infty}e^{-z}$ I was wondering if the following limit can be evaluated: $$\lim_{|z|\to\infty}e^{-z}$$ My first instinct was not, as $e^{-z}\to 0$ is only true for $\Re(z)\to\infty$ since $\Im(z)$ would ju...
No, and very badly so. The exponential function has an essential singularity at infinity, which means it assumes all but finitely many values of $\mathbb C$ in every neighborhood (so infinitely often) of the singularity.
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Limit of double variable $$\lim_{n\rightarrow \infty\\\m\rightarrow \infty}cos^2 (n!πx) ^m$$ where n belongs to natural numbers and x belongs to real numbers. I have been told to find the graph of this function with ...
we have $\cos^{2m}(y)\in[0,1]$ because $2m$ is even. taking the limit we have $\cos^{2m}(y)\to0$ if $\cos(y)\ne\pm1$ and $\cos^{2m}(y)\to1$ if $\cos(y)=\pm1$. Now, $\cos(y)=\pm1$ iff $y=N\pi,N\in\Bbb Z$ so $\lim_{m\to\infty}\cos^{2m}(y)=\begin{cases}1&y=N\pi,N\in\Bbb Z\\\0&\mbox{otherwise}\end{cases...
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如何评价 2022 考研政治试题，难度如何？题目有哪些亮点和槽点？
remain stable/steady/unchanged rise and fall, fluctuate slightly/dramatically, fluctuate between...and.., a minor fluctuation，smallrises and falls/fluctuations zhihu
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