Sentence examples for bit of e from inspiring English sources

Exact(1)

Let us also denote by e(i) the i th bit of e(D) so that: Pr(e(i) = 1) = P e and Pr(e(i) = 0) = 1 - P e.

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Jenny Henderson says "WOOOOOOOO" and claims that it's "a bit of e-hooliganism".

Following a recent Automobiles article about a vintage Alfa Romeo that I brought back from Italy, I got a fair bit of e-mail from readers.

In 1972, long before eBay or Amazon, students from Stanford University in California and MIT in Massachusetts conducted the first ever bit of e-commerce.

After a bit of e-flirting, the woman did a quick online search that revealed that Chris Lee, the 39-year-old divorced lobbyist who answered her ad was actually Chris Lee, a 46-year-old married member of Congress.

The coach would say, 'Let's go back and forth two to three times in an online written conversation.' " There would be some questions, contemplative exercises, a bit of e-nodding.

Mr. Flick testified on Thursday that "there was a good bit of e-mail traffic" and "some faxes back and forth" between the administration and Congress surrounding Medicare estimates.

Perhaps that is to keep the price down to make the iPad more attractive to a broader audience, who might just want a media-playback device with the ability to do a bit of e-mail, browsing and Facebook -- a bigger iPod touch, in other words.A third, more ambitious possibility is that the iPad is Apple's latest version of a "computer for the rest of us" just as the Macintosh was 26 years ago.

A sudden, but perhaps unsurprising, bit of e-book M&A today in the UK: the music and entertainment company HMV is selling its 64percentt stake in e-book retailer Anobii to the supermarket chain Sainsbury's, for the princely sum of £1 ($1.55).

and Equation 53 into Equation 43, the bit depth of e R can be estimated as begin{array}{ll} B_{dp}left textbf{e}_{R}right) &= log_{2}(2 cdot text{max}E_{R}+1) &approx log_{2}left text{max}E_{B} cdot text{max}X_{R}right)/255)+1, end{array} (55).

and Equation 47 into Equation 43, the bit depth of e I is estimated as begin{array}{ll} B_{dp} textbf{e}_{I}) &=log_{2}(2 cdot text{max}E_{I}+1) &approx log_{2} text{max}E_{B} cdot text{max}X_{I} cdot C/255)+1, end{array} (50).

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