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no No. His sperm needs to have actually gone into your vagina for you to get pregnant.

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Q: If i was rubbing up against his penis with just his boxers on am i gonna get pregnant?
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Bigger cam than springs are rated Can you put a cam with 548 valve lift in when your springs are rated for 540?

if you leave valve lash ajusted loosely but not so they chatter. but you sould buy spings if your gonna run it hard. it would be cheaper than new heads


What is something that makes you hate something?

For some reason I hate things that make me disliked by others or isolate me. Like if I like a subject at school but people hate the fact that I like it because they themselves hate it and dont unerstand you, or because you come off as a nerd, then i instintly start hating it too because I dont want by no means to be disliked and excluded. Even with things that I'm not sure but think that my classmates might rather hate it, I'll just leave it and dont do it. Oftentimes I'm wrong and that thing i avoi doing is done by many or would even earn me respect. It's incredibly ridiculos but I really cant help it. All of this is sounds so cheesy, Im actually not that kind of person that cries about every sh** but now im just trying to speak my mind and also tell myself the truth. The thing is, I used to be such a motivated and curious child and everyone else was 'cool' and depressed, so they hated me seeing like that. Back then, I of course didnt get that they probably were just jealous bc I was able to be happy and they not, but now its too late, i already changed and became quite like them. I wish I didnt care, but imagine being excluded all your life and you still are a little (bc you developed social anxiety), so whatever I need to do to not feel this again im unfortunately ready to do. I know that the only way to overcome this is to have at least a person that likes me as I am and not bc they need me, benefit from me or bc theyre lonely themselves. There is no way I can just give a f**k bc no one really does, socializing and being liked is a basic human need that I never had, so I cant just ignore it. Its like ignoring hunger, you cant, you cant neither get fully acostumed to it, on the contrary, the longer youre stuck with that feeling the worse it gets with the time. But lately I'm trying to at least be a little active and not destroy myself like that. The further I go away from the past the better it gets i think, and soon Ill finish school and hopefully spend at least a year somewhere else, where people are hopefully more tolerating and simple and dont have such specific expectations of what I need to be like. And I hope Ill find a good friend or partner for once so I can fully forget about everything that happend. And that this is gonna happen soon (and without more dissappointments)...


What is the derivative of 1 over X square plus 2 with respect to X using the first principle?

I'm not sure if you're asking what the derivative is for f(x) = 1/[(x^2)+2] or for f(x) = [1/(x^2)]+2 so I'm gonna do the first one for now. Lemme know if you want the other one too! :)**Note: I'm not sure which terminology you're most familiar with using in class but just know that y is the same thing as/another way or writing y(x) or f(x) on the left side of the equation. Similarly, y' = y'(x) = f'(x) = d/dx(y) = dy/dx = d/dx[y(x)] = d/dx[f(x)].**So we know the First Principles from the Fundamental Theorem of Calculus defines the derivative as a limit:f'(x) = lim(h→0)⁡ [f(x+h)-f(x)]/hOur function is:f(x) = 1/[(x^2)+2]Similarly:f(x+h) = 1/[((x+h)^2)+2]Simplify:f(x+h) = 1/[(x+h)(x+h)+2]f(x+h) = 1/[(x^2+2xh+h^2+2]Then we plug it into the limit and simplify:f'(x) = lim(h→0)⁡ 〖[1/(((x+h)^2)+2)] - [1/((x^2)+2))]〗/hf'(x) = lim(h→0)⁡ 〖[1/(((x+h)^2)+2)] - [1/((x^2)+2))]〗*(1/h)f'(x) = lim(h→0)⁡ 〖[1/(((x+h)^2)+2)]*[(x^2)+2]/[(x^2)+2]- [1/((x^2)+2))]*[((x+h)^2)+2]/[((x+h)^2)+2]〗*(1/h)f'(x) = lim(h→0)⁡ 〖[[(x^2)+2]-[((x+h)^2)+2]]/[[(x^2)+2]*[((x+h)^2)+2]]〗*(1/h)f'(x) = lim(h→0)⁡ 〖[[(x^2)+2]-[(x^2+2xh+h^2)+2]]/[[(x^2)+2]*[((x^2+2xh+h^2)+2]]〗*(1/h)f'(x) = lim(h→0)⁡ 〖[(x^2)+2-(x^2)-2xh-(h^2)-2]/[[(x^2)+2]*[((x^2+2xh+h^2)+2]]〗*(1/h)f'(x) = lim(h→0)⁡ 〖[(x^2)+2-(x^2)-2xh-(h^2)-2]/[(x^4)+2(x^3)h+(x^2)(h^2)+2(x^2)+2(x^2)+4xh+2(h^2)+4]〗*(1/h)f'(x) = lim(h→0)⁡ 〖[-2xh-(h^2)]/[(x^4)+2(x^3)h+(x^2)(h^2)+4(x^2)+4xh+2(h^2)+4]〗*(1/h)f'(x) = lim(h→0)⁡ (2h)〖(-x-h)/[(x^4)+2(x^3)h+(x^2)(h^2)+4(x^2)+4xh+2(h^2)+4]〗*(1/h)f'(x) = lim(h→0)⁡ (2)〖(-x-h)/[(x^4)+2(x^3)h+(x^2)(h^2)+4(x^2)+4xh+2(h^2)+4]〗Finally, plug in 0 for h:f'(x) = lim(h→0)⁡ (2)〖(-x-(0))/[(x^4)+2(x^3)(0)+(x^2)((0)^2)+4(x^2)+4x(0)+2((0)^2)+4]〗 f'(x) = (2)[-x/[(x^4)+4(x^2)+4]Factor the denominator:f'(x) = (2)[-x/[(x^2)+2)^2]Final answer: f'(x) = -2x/[((x^2)+2)^2]Hope this helped!! ~Casey


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Can boxers get rich?

yes but only if there really good high profile guys like Oscar dela hoya or Floyd maywhether. the majority of boxers are always gonna be poor.


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No it's not gonna help you get pregnant.


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The method of separation you're gonna use is Distillation.


What if i don't go to the doctor and am pregnant?

You are probably gonna have a baby


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Is that there child gonna be wonderful


If you were to get a belly ring would it effect you being pregnant?

cuz it gonna pop out


Is it against the law to discriminate against gays in America?

It better not be or I'll gonna have to go get a passport.


Is a 12 year old pregnant?

If your old enough to Bleed your old enough to Breed. It is although against the law. Yes a 12 yr old is pregnant i am i had S at 9 with a friend an then we did it againrecently and im pregnant with triplets.The figure of my bodies is ok but still im gonna scream a whole lot m 7 months preg.


What does it mean when you are leaking orange and redish colored fluid when you are pregnant?

it means ur gonna have a ranga


Signs of a Sims pregnancy?

well if the sim is pregnant is has to throw up and its gonna get a stomach really quickly


Can you do sit ups within the first week of pregnancy and be pregnant?

sure you can but whats the point your gonna get fat anyway


Is Cecily Tynan pregnant with third child?

No, Cecily Tynan is not pregnant again. She said she wasn't gonna have any more babies.