Stalker Smoky per se is best in confrontational circumstances, I find it particularly effective in an ambush or when retrieving the flag. You have to be within a particular radius of the enemy tank, a place where you are comfortable. Side note, don't forget that you deal more damage up close to your target and your range of view is amended. Best of all, critical hits. My go-to method to playing with smoky? Double Damage and Double Armor, unstoppable if you get the range right. Hunter definitely has a kick to it, decent speed paired with a substantial amount of health. Everyone starts with hunter and smoky so you should be slightly experienced with the combo. However, I very rarely see it on the field, mainly due to the fact that everyone has the protection module against it. Playing with the combo is like a walk in the park, it's whether or not you are experienced with it. That's my take on it, hopefully, that was equitable information!

United Kingdom Current location: Unpredictable weather, Red Hot for a minute, heavy rain in the next. Roads aren't as busy at mid-day, depending on the location of course. The people are always caring and nice, was even offered a cup of tea but had to turn them down due to working hours. Trains are delayed... some even canceled, (I speak from experience). I recently received a £3 compensation for a 32-minute delay. Cha-Ching. Austria: From what I've seen, Austria would be a nice place to lay low. Great food, well-organized tourist trips, clear skies for the most part very rarely drizzles. Shops close on Sundays though, but most shops and banks close on Sundays for some countries. Saudi Arabia: Pros: Oil prices and the best place on earth imo, Mecca. Cons: Weather, People, Traffic, Schools, Airport, Government.

I can make that happen, would you pay me in exposure? :rolleyes:

Bilingual to Arabic and English. I know a few phrases in German, Spanish and French not that of a conversational level. Lastly, several words in Russian that I have picked up from my lovely friends here in Tanki.

Ask me Anything, how can I be of service? *Proceed by quoting this and shoot!*

@Adriel.RB @LOLKILLERTOTHEDEATH @thethiefofvictory @C.O.N.Q.U.E.R.O.R and @Mystique

Well, maintaining consistency isn't really my strong suit. I typically wake up bombarded with ideas and end up losing them as the day goes by, or when I'm writing I get bogged down halfway in. I use the inspiration as activation energy. Nonetheless, thanks for the valuable advice!

Was indeed, thank you! Edit: Hey! My 200th post!

That's one way I look at it, Thanks! Ideally, how long do you spend tweaking around?

Nicely put! Thanks!

Hi guys. Maybe this is a little off base, but I feel like part of why I never make any significant progress with my writing is because I only really ever write during sudden bursts of inspiration. When taking a stroll, hanging the laundry, preparing oatmeal... etc. My decision to write usually stems from a scientific baseline, I then hope my writing blossoms into something great. So do you guys have a daily writing routine? If so, mind sharing it with newbies like myself?

Nicely written, I'm intrigued. There has to be a part two of some sort right?

I don't want to throw a wrench into the works, but for me, the beginning is rather confusing. I lost the thread of your story at the 4th-5th paragraph. The rest is presented nicely, structure wise it's dispersed evenly ish. :mellow:

I'm into psychology myself, I'd suggest Stumbling on Happiness by Daniel Gilbert. For horror, action, and adventure any Stephen King book, and if you are into science, try A Brief History of Time by Stephen Hawking. Just a few suggestions. Enjoy! ~ Chronicle

Is there room for an oldie? :rolleyes:

And I'm appreciative, so thank you!

​I didn't actually multiply with the negative reciprocal, I used the laws of indices to turn 1/x^2 into x^-2. I moved the 1/x^2 from the right side so that it's in front of the bracket, I can leave it on the right hand side if that makes it easier. the writing you quoted isn't in my explanation, either I'm not seeing it or it isn't there to begin with. Edit: My mistake, I've just spotted it. I wrote it wrong that's all. Should have looked like this: (5x^3 -7x -1) / x^2 ---To---> 1/x^2 (5x^3 -7x -1).

I have to leave it as a fraction, I can't remove x^2 from 1/x^2 unless I multiply it by the negative reciprocal which isn't happening I think. I wasn't multiplying 1/x^2 by (5x^3 -7x -1), I was showing you what it would look like if x^2 wasn't the denominator, if I did multiply it we would end up with the same format as before. It's all part of the learning process, if I had a paper and a pen and you were sat next to me, explaining it would be much easier since I can't do the fraction type writing on this platform. Can I?

No, turns out my answer was correct... simple mistake on his end. (5x^3-7x-1) / x^2 The x^2 is the denominator, if we break it off of the (5x^3-7x-1) we end up with 1/x^2. We can't simply take it away, it remains in the system, and it would look like this once we break the denominator, 1/x^2 (5x^3-7x-1). 1/x^2 turns out to be x^-2 using the law of indices, it simply makes it easier for us to expand with a whole integer (with a negative power) rather than a fraction. So we transform our fraction into x^-2. Leaving us with x^-2 (5x^3-7x-1), which has the same value as 1/x^2 (5x^3-7x-1) and (5x^3-7x-1) / x^2, just broken down. From there we expand, use the y = ax^n, ∴ dx/dy = anx^n -1 rule and simplify if needed.

*Facepalm* I'm afraid you are wrong actually.... Edit: This would make me look twice as bad if it actually turns out that I'm wrong... I'll double check my answers

Guess it was unfinished, well done! Hands over cookie Are you familiar with the reverse chain rule? it's pretty much integration (by substitution) also known as U-substitution. I'll help you with integration first though, wanted to know if you are familiar with these methods so I know what to write.

Ok, here goes: y = (5x^3 -7x -1) / x^2 I'm not sure if you've learnt this but, when we have y = ax^n, ∴ dx/dy = anx^n -1. You'll need it later on. We can "break" the denominator from the equation and simply multiply it instead. Like so: 1/x^2 (5x^3 -7x -1) / x^2. Assuming you know the laws of indices, the 1/x^2 can be written as x^-2. We use that instead of the unpleasant fraction. x^-2 (5x^3 -7x -1), Now we simply expand by multiplying the outside by the inside. This gives us: 5x -7x^-1 -x^ -2. Here's where most people get confused, see that equation I said we'll need later? Notice how we have matching forms to y = ax^n. Well, ∴ dx/dy = 5 + 7x^-2 + 2x^3. Here we use the laws of indices again, this leaves us with the following: 5 + 7(1/x^2) + 2(1/x^3), sometimes they ask you to leave it in this form, but lets go the extra mile. We expand the brackets that need expanding, the final answer 5 + 7/x^2 + 2/x^3. So, where did I lose you?

I've never tried the quotient rule on fraction type questions, can't tell you myself. The answer for the fraction type question was 5 + (7/x^2) + (2/x^3) Do you know how I got there? or shall I go through it? I only know two methods that can be used, would you like to see both of them side by side or would just one of them do the job?

There are formula's which you have to remember yes, the product and quotient rules have that "UV" so I guess so.

Simplified? I don't know how you got that There are multiple methods, they all give you the same answer Edit: For fraction types, I only know of two methods.