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illogical
illogical, a. (ɪˈlɒdʒɪkəl, ɪll-) [f. il-2 + logical.] Not logical; devoid of or contrary to logic; ignorant or negligent of the principles of sound reasoning.1588 Fraunce Lawiers Log. i. xii. 56 b, Illogicall lawyers who thinke it a fruiteles poynt of superfluous curiositie to understand the woords ...
Oxford English Dictionary
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Highly Illogical
Highly Illogical is an album which contains a collection of songs performed by Star Trek actor Leonard Nimoy. The title song, "Highly Illogical", features Spock pointing out the foibles of human thought, such as relationships, automobiles, and greed.
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en.wikipedia.org
illogical
illogical/ɪˈlɔdʒɪkl; ɪ`lɑdʒɪkl/ adj1 without reason or logic; not sensible 没有道理的; 不合逻辑的; 悖於理的; 乖戾的 It seems illogical to change the timetable so often. 时间表变动得如此频繁, 似乎没有什麽道理.2 contrary to the rules of logic 与逻辑相违的 an illogical conclusion 不合逻辑的结论.
牛津英汉双解词典
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The seemingly illogical numbers that cemented Nick ...
2 days ago — How Alabama led at halftime 187 times under his watch and lost only nine. How the Tide went 36-14 against top-10 opponents since 2008. How ...
www.ncaa.com
Illogical Life
Illogical Life is a demo album by British singer-songwriter RJ Thompson. It was released on 10 July 2006. Singles
Thompson released "Green Eyed" as the main single from Illogical Life, although records stretching back to 2006 regarding airplay or reception
wikipedia.org
en.wikipedia.org
The Illogical Consequence
The Illogical Consequence is the second album released by Planet Funk.
Track listing
Notes
Vocals on tracks 1, 2, 3, 5, 6, 7, 8, 9 by John Graham.
wikipedia.org
en.wikipedia.org
Seems illogical probability question Two basketball players each throw one shot to the basket. One of the players probability that he will score is 0.7. And both players getting ball in the basket probability is 0.82....
Based on the answer, the question should say that the probability of _at least one_ player getting the ball in the basket is 0.82. Edit: skv has suggested that I write out the calculation: $$\mathbb{P}(A)=0.7$$ $$\mathbb{P}(A \cup B)=0.82$$ $$\mathbb{P}(A \cup B)=1-(1-\mathbb{P}(A))(1-\mathbb{P}(B))...
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Can the phrase 不条理劇 "a theatre of absurd" be used figuratively in Japanese? Would it be valid in casual Japanese conversation to use the term {} or {} to describe a situation in which for example two parties A and B a...
You mean, to describe such nonsensical situations in general, rather than to actually talk about this kind of theatre? Then, no, I think most people do not recognize the word (), and I have never heard or seen "" or something like that. The first word that came into my mind to describe such a situat...
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Hackers on list,illogical logic behind_参考网
Reporter Cui Liande. Recently, the 2017 list was released and hackers ranked the 11th. That hackers getting on the list is an absolute surprise to the industry.
m.fx361.com
Using proof by contradiction and a counter example. I have a vague question about proof by contradiction. The main goal of proofs by contradiction is to show that if some statement was true, then we would end up by a ...
No that's not enought (if i understood what you mean). Think about it this way: You want to prove A => B and you want to do it by contradiction. That means you suppose B is false even with the hypothesis A. Giving a counterexample to this means giving an example of A => B, and this doesn't prove A=>...
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PDE Characteristic Equations - Remembering Them? Is there a quick smart intuitive way to see that $$\frac{dx}{F_p} = \frac{dy}{F_q} = \frac{du}{pF_p+qF_q} = - \frac{dp}{F_x+pF_u} = - \frac{dp}{F_y+qF_u}$$ are the ch...
Maybe it's not that intuitive or even easy to remember, but you may want to have a look at the most general case of the _Lagrange-Charpit equations_ : $$ \frac{\mathrm{d}x_i}{F_{p_i}}=-\frac{\mathrm{d}p_i}{F_{x_i}+F_u \, p_i}=\frac{\mathrm{d}u}{\sum_i \, p_iF_{p_i}}, $$ which are the characteristic ...
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Question regarding condition of perpendicularity > Let $ax^2+2hxy+by^2=0$ be the equation of two straight lines passing through the origin. We know that the angle between these two straight lines is given by, $$\arcta...
I think this statement is sloppy, so you are making a good point. What is should be said is that either the lines are perpendicular, for which the test is $a+b=0$, or the lines are not perpendicular, in which case the smaller of the two angles made by the two intersecting lines is given by the formu...
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help with exponential integral and square root can somebody help me integrating this: !enter image description here where m, p and q are positive constants. I tired change of variables and searched for the solution ...
$$\int_0^\infty\dfrac{x^{m-1}e^{-qx}}{(\sqrt{1+px})^{m-0.5}}dx$$ $$=\int_0^\infty x^{m-1}(1+px)^\frac{1-2m}{4}e^{-qx}~dx$$ $$=\int_0^\infty\left(\dfrac{x}{p}\right)^{m-1}(1+x)^\frac{1-2m}{4}~e^{-\frac{qx}{p}}~d\left(\dfrac{x}{p}\right)$$ $$=\int_0^\infty\dfrac{x^{m-1}(1+x)^\frac{1-2m}{4}~e^{-\frac{q...
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Calculate probability via Bayes' theorem Amongst three group of products, only the first group contains one third of irregular products while other 2 contain only correct products.. Calculate the probability that the ...
Using Bayes's theorem is, indeed, the way to go. You have the following events: * The object is from the $i$-th group. Let us mark that as $G_i$ ($G_1$ is the event "product comes from first group"). Also, in this numbering, the first group contains irregular products while the other two do not. * T...
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