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improperly
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improperly
improperly, adv. (ɪmˈprɒpəlɪ) [f. improper a. + -ly2. The instance from Gower stands alone in date; the word, like its adj. improper, coming into general use in the 16th c. But properly is common from c 1225. The corresp. F. adv. improprement occurs in Oresme (14th c.).] In an improper manner; wrong...
Oxford English Dictionary
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Elon Musk accused of improperly selling $7.5 billion in ...
2 days ago — Elon Musk and the Tesla board are facing a shareholder suit over his sale of $7.5 billion worth of Tesla shares in late 2022.
abc7.com
Trump White House pharmacy improperly provided drugs ...
6 days ago — The White House Medical Unit during the Trump administration provided prescription drugs, including controlled substances, to ineligible ...
www.reuters.com
Report: HHS improperly vetted US sponsors for ...
18 hours ago — Sandra Sanchez can be reached at SSanchez@BorderReport.com. ... Rivera · More from BorderReport. House Republicans constructing new border bill ...
www.borderreport.com
White House clinic improperly distributed controlled ... - The Hill
TodayWhite House clinic improperly distributed controlled substances and provided care for ineligible staffers, according to a report released by the Defense Department's Office of Inspector General.
thehill.com
White House clinic improperly distributed controlled substances during ...
Jan 26, 2024Rep. Ronny Jackson, R-Texas, was the White House physician to Presidents Barack Obama and Donald Trump before he left in 2018. A spokesperson for Jackson said in a statement to NBC News that the ...
www.nbcnews.com
AG: City of Chicago improperly withheld letter from ... - Chicago Tribune
Nov 23, 2022The Chicago Tribune has won the right to get a potentially revealing letter about claims that workers were fired two years ago from the office of city Treasurer Melissa Conyears-Ervin after they ...
www.chicagotribune.com
Wraparound Corner PNG improperly offsets in Explorer 8
May 11, 2013 — ... 4shared.com/img/cNv6GAez/s7/vector_-_corner_ribbons_2-06_b.png" alt=""> <div style="padding: 30px 30px 30px 30px;" align="center"> <img ...
www.sitepoint.com
Chemours report says CEO, CFO improperly shifted ...
2 days ago — The leave affects President and CEO Mark Newman, Senior Vice President and Chief Financial Officer Jonathan Lock and Vice President, Controller ...
www.plasticsnews.com
Period shame leads 85% of women to improperly dispose of tampons
The study showed that while 97 percent of participants felt concerned about the environment, just 15 percent actually dispose of used tampons properly. The other 85 percent admit they choose to ignore the harmful impact of a tampon on Mother Nature and instead flush the product down the toilet — so others don't see it in the trash.
studyfinds.org
White House Medical Unit Distributed Drugs Improperly to Trump Staffers ...
Advertisement. The White House Medical Unit gave out controlled substances to ineligible Trump staffers, according to a new report from the US Department of Defense Office of Inspector General ...
www.businessinsider.com
U.S. government rejects complaint that woman was improperly denied an ...
Abortion is illegal in almost every case in Oklahoma. However, in November, the state's Supreme Court reiterated in a ruling that the state constitution guarantees a woman's right to an ...
www.nbcnews.com
Non-negative improperly Riemann-integrable function is Lebesgue-integrable? If $f$ is non-negative and improperly integrable on $\mathbb{R}$, prove that $f$ is Lebesgue integrable. The way I thought about this is tha...
Assume that $f$ is non-negative and Riemann integrable over $[0,c]$ for all $c > 0$. The Riemann and Lebesgue integrals are equivalent on the bounded interval. Hence, $$\int_{[0, \infty)} f = \lim_{c \to \infty} \int_{[0,\infty)} f \chi_{[0,c]} = \lim_{c \to \infty}\int_{[0,c]} f = \lim_{c \to \inft...
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Prove that the function $f(x)=\frac{\cos^2x}{\sqrt{x^4+1}}$ is improperly integrable on $(0,\infty)$. My attempt: We know $f(x)=\frac{\cos^2x}{\sqrt{x^4+1}}$ (or rather, I am just assuming) is locally integrable and p...
For $01$, bound the integrand by $1/x^2$, which is integrable.
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