Another question like this is it better to say : TV series involving teenagers and love or TV series in which teenagers and love are involved ?
Another question like this is it better to say : TV series involving teenagers and love or TV series in which teenagers and love are involved ?
3DS Friend Code: 2895 6298 8523. PM me if you add me ^^
I am a grass type with Ivysaur, Pansage and Gogoat
Looking for Friend Safaris with : Vullaby, Inkay, Swirlix, Emolga, Galvantula, Tranquill, tropius, Maractus, Nincada, Ariados, Muk, Foretress, Bronzong, Excadrill, Krabby, Azumarill
PM me if you have one of those
Restarted X: Currently going to Café Lysandre
For those who added me before try to connect more often, I'll also try in order to get you back on my PSS
Little brother Friend code: 4270-2625-9622
Grass safari: Oddish-Petilil-??? (He has 5 badges currently)
please help him fill his friend safari
Being French..I have trouble remembering what "the former" refers to in a two elements suggestion...the first or the second ?
3DS Friend Code: 2895 6298 8523. PM me if you add me ^^
I am a grass type with Ivysaur, Pansage and Gogoat
Looking for Friend Safaris with : Vullaby, Inkay, Swirlix, Emolga, Galvantula, Tranquill, tropius, Maractus, Nincada, Ariados, Muk, Foretress, Bronzong, Excadrill, Krabby, Azumarill
PM me if you have one of those
Restarted X: Currently going to Café Lysandre
For those who added me before try to connect more often, I'll also try in order to get you back on my PSS
Little brother Friend code: 4270-2625-9622
Grass safari: Oddish-Petilil-??? (He has 5 badges currently)
please help him fill his friend safari
Hey all, back with another question.
My computer's been acting weird lately, since probably last week, while I am playing World of Warcraft it would freeze randomly for no reason at all. It only happens once that day, in total the computer's frozen three times while playing Warcraft (You know how those addicted play it alot? Well that's me, well not 24/7 I still do like dishes and laundry, but I still play it awfully a lot). The first time I wasn't doing anything, just checking my ingame bank and it froze, once I turned it off and on again, it didn't happen until a few days later, then I was in a dungeon when it froze again.
After turning it off and on again, it worked fine for a few days, and now today it just froze again. I have no idea why it's doing this. I did just get a new graphics card (HD 7850, Radeon) but that was in January, for the first month playing WoW nothing went wrong, for the first time I could play WoW on my new computer, with no disconnecting or hardly any lag). Only happened like last week, the only thing I can think of is that I got a new monitor and moved my computer around in my room on a different desk.
When the computer would freeze, and the sound is up there's a weird static sort of noise (Coming from the game I presume). I can't alt+tab or press windows, nothing happens. My actual computer doesn't seem to be doing anything strange though (I have pressed my ear against it to see if I could hear weird noises, nothing, the fan and everything seems fine). Is it just because I play WoW everyday and I should just deal with it? Or is there a deeper problem?
I do remember a week or two before the freezes, WoW crashed aleast twice to the desktop with some error, but that hasn't happened since. Any help?
Credit to Sworn Metalhead for the amazing banner.
Looking to trade for apricorn and rare ball pokemon I don't have!
Originally Posted by Inconspicuosaurus
It's a bit of both really. Because it's interactive you get to "play" along as you go through the story, sometimes you have to learn spells or brew potions and find certain items before you can move on. By finding these items and stepping through each chapter, you sort of unlock pages of extra information. For example, when new characters are introduced you can read their biography and when something new/significant happens to them information is often added to their biography page. So, you can't do one without the other. Though you can brew potions and duel outside of the storyline.
I hope that clarifies things a bit, not sure if I explained that well enough.
Where's a good place to train before fighting Claire the 8th Gym leader in Heart Gold? All of my pokemon are in 30's + and the wild pokemon are at 25's
Spoiler:- Credit:
It'd be better to ask in the HG/SS section. Either way, Dragon's Den is your best bet.
Credit to Sworn Metalhead for the amazing banner.
Looking to trade for apricorn and rare ball pokemon I don't have!
Originally Posted by Inconspicuosaurus
Question aimed towards eBay buyers/sellers.
So I realized that I accidentally mistyped my house address number and the mail was delivered back to the USPS Sort Facility. Gonna use a fictional street address as an example here, but instead of "757 Fake Street", I accidentally typed "575 Fake Street". Have you guys run into something like this before, and if so, how did you handle this situation?
(Seeing the fact that all post offices are closed today and tomorrow due to an observed holiday, I can't call until Tuesday.)
I have a question about the c-gear skins and pokedolls available to people who registered their B2/W2 on the same PGL account as their B/W. It says to just go to the promotions page to claim them, but when I go to the page they're not there? Anyone else having this problem or know how to solve it?
Black FC: 1377-7731-2864 White FC: 4470-0522-1919 In-game Name: ANGEL
What is the title of the song with the following lyrics :"It's the way that is going on, they keep killing our people they know that it's wrong, what are we to do ? ooh ooh ooh..." ?
And how can I stop forgetting the name of the song or of the guy singing it ?
3DS Friend Code: 2895 6298 8523. PM me if you add me ^^
I am a grass type with Ivysaur, Pansage and Gogoat
Looking for Friend Safaris with : Vullaby, Inkay, Swirlix, Emolga, Galvantula, Tranquill, tropius, Maractus, Nincada, Ariados, Muk, Foretress, Bronzong, Excadrill, Krabby, Azumarill
PM me if you have one of those
Restarted X: Currently going to Café Lysandre
For those who added me before try to connect more often, I'll also try in order to get you back on my PSS
Little brother Friend code: 4270-2625-9622
Grass safari: Oddish-Petilil-??? (He has 5 badges currently)
please help him fill his friend safari
2 second googling revealed it to be:
Junior Caldera - The Way
Credits to Sworn Metalhead for the awesome banner!
Thanks ^^ Did you actually put all the sentence in the search bar ? I'm always worried it might not work if what i put in there is too long...or too precise...
3DS Friend Code: 2895 6298 8523. PM me if you add me ^^
I am a grass type with Ivysaur, Pansage and Gogoat
Looking for Friend Safaris with : Vullaby, Inkay, Swirlix, Emolga, Galvantula, Tranquill, tropius, Maractus, Nincada, Ariados, Muk, Foretress, Bronzong, Excadrill, Krabby, Azumarill
PM me if you have one of those
Restarted X: Currently going to Café Lysandre
For those who added me before try to connect more often, I'll also try in order to get you back on my PSS
Little brother Friend code: 4270-2625-9622
Grass safari: Oddish-Petilil-??? (He has 5 badges currently)
please help him fill his friend safari
Ok, it might be stupid but: Can I break a calculator if i try to divide by zero with it ? Not that i want to do it since I'm afraid of what might happen...
3DS Friend Code: 2895 6298 8523. PM me if you add me ^^
I am a grass type with Ivysaur, Pansage and Gogoat
Looking for Friend Safaris with : Vullaby, Inkay, Swirlix, Emolga, Galvantula, Tranquill, tropius, Maractus, Nincada, Ariados, Muk, Foretress, Bronzong, Excadrill, Krabby, Azumarill
PM me if you have one of those
Restarted X: Currently going to Café Lysandre
For those who added me before try to connect more often, I'll also try in order to get you back on my PSS
Little brother Friend code: 4270-2625-9622
Grass safari: Oddish-Petilil-??? (He has 5 badges currently)
please help him fill his friend safari
Haha, no, you won't break your calculator, even if your math teacher tries to tell you otherwise. ; ) You'll just get an error message, nothing more.
Though that does bring up a question I've been wondering about for a while: Why haven't mathematicians figured out some crazy complex way of dividing by zero yet? I mean, you shouldn't be able to take the square root of a negative number either, but somebody devised a way to do it. Why, exactly, is dividing by zero so off-limits in the world of math?
Current shiny hunts:
SoulSilver BQ #13 - Slowpoke Well - 13700 REs | White 2 BQ #8 - Giant Chasm - 22000 REs | Platinum BQ #4 - Cranidos - 50 SRs
White - Dragonspiral Tower (Phase 2) - 1000 REs | Y Route Quest #3 - Route 3 - 7000 REs | Sun Trial Quest #4 - Wela Volcano Park - 5000 REs
Latest shiny:
Platinum BQ #3 - 1167 SRs - 8/14/17
There's so many wars we've fought, and so many things we're not
But with what we have, I promise you that we're marchin' on
This is easiest understood in a wider perspective. You have the more general structure called a field, which is a group of objects and two operations on them that satisfies certain conditions. Let's call these operations + and * (addition and multiplication). Due to the conditions on a field, there exists both an additive neutral element (called 0) and a multiplicative neutral element (called 1), these does by definition satisfy a+0=0+a=a and a*1=1*a=a for all elements a in the field. One of the conditions of it being a field is that a*(b+c)=a*b+a*c, for any a,b,c in the field. Because it's true for all a,b,c it's also true in the special case c=0, which gives a*(b+0)=a*b+a*0, where a*(b+0)=a*b, which gives that a*0=0 for all a in the field.
We now define the additive inverse to the element a as the element b(=-a) satisfying a+b=b+a=0 and the multiplicative inverse to a as c(=a^-1) satisfying a*c=c*a=1. Having this, we can now define subtraction of the element a as adding its additive inverse and similarly for division (multiplying by a^-1). Dividing by 0 is now the same as multiplying with its multiplicative inverse, let's call it d. Because it's the multiplicative inverse we have that 0*d=1, but we also have that 0*d=0 because d is an element in the field. We can now conclude that unless 0=1, 0 doesn't have a multiplicative inverse and that it's therefore impossible to divide by it.
Suppose that 0=1, this means that a*0=a*1=a => a=0, for all a in the field. This means that the field only have one element but part of the requirements of being a field is that it have at least 2 elements (the purpose is to exclude the trivial case of the one element field).
We are still not able to take the square roots of negative numbers btw.
Ah, I think I understand now. Thanks for putting your explanation in terms that even this math-phobic person can understand.
...You mean that all that talk about imaginary numbers in college algebra and trig was a lie? :O (I never did understand what the purpose of learning about those things was...)We are still not able to take the square roots of negative numbers btw.
Current shiny hunts:
SoulSilver BQ #13 - Slowpoke Well - 13700 REs | White 2 BQ #8 - Giant Chasm - 22000 REs | Platinum BQ #4 - Cranidos - 50 SRs
White - Dragonspiral Tower (Phase 2) - 1000 REs | Y Route Quest #3 - Route 3 - 7000 REs | Sun Trial Quest #4 - Wela Volcano Park - 5000 REs
Latest shiny:
Platinum BQ #3 - 1167 SRs - 8/14/17
There's so many wars we've fought, and so many things we're not
But with what we have, I promise you that we're marchin' on
Not all the talk about it. Most of it is true actually. One common mistake taught in college seems to be that i=sqrt(-1), which works in (some/most) applications but is (when strict) not true. i is defined as i^2=-1. The reason this is not the same as i=sqrt(-1) is because of how the square root is defined. We say that a=sqrt(A) when a^2=A and a>0 (or a=0). This is to avoid disambiguity, because (-a)^2=^2=A. We had to choose one of them to make the meaning of sqrt(A) clear and we choose the positive one. The problem with is that, despite i^2=-1, i is not greater or equal to 0.
Allowing the square root of negative numbers would lead to contradiction ex. 1=sqrt(1)=sqrt((-1)*(-1))=sqrt(-1)*sqrt(-1)=i*i=-1. Although it would be possible to define sqrt(-a) as i*sqrt(a) (for a>0), it's decided not to because of the previously mentioned example.
Analytically, dividing by zero is the same as multiplying by infinity
Proof: When you examine the asymptote of a graph, that limit is approaching infinity, but when you actually go to the function and solve for it, the value is divided by zero. That is what defines an asymptote.
Long story short, you can't multiply by infinity because infinity isn't really a value. Dividing by zero won't give you a real answer. It's like trying to find the value of an asymptote; there is no value because there's nothing real there.
The limit for 1/x as x->0 does not exists though. For x->0+, 1/x goes towards infinity. For x->0-, 1/x goes towards negative infinity. Also, the graph for 1/x is discontinuous in x=1, so the "limit" is not a valid replacement for the actual value. How the graph acts when it's near x=0 does not tell us anything about what the issue in x=0 is.