Can a math genius tell me how to do this?

Can a math genius tell me how to do this?
by

1 Answer

Answer :

answer:Well, Wolfram|Alpha couldn’t solve the problem… Here’s the link. It won’t format correctly. http://www.wolframalpha.com/input/?i=integrate+1/(8x%E2%88%9A(x(1%2B%E2%88%9Ax)(%E2%88%9A(1%2B%E2%88%9Ax)-1) Oh, and I can’t tell whether that says 8x or 8 times…
by

Related questions

How to be good in Math? (more info inside)

Description : How to be good in Math? (more info inside)

Last Answer : I don’t think you will have to work with big numbers in your head. Calculators are the norm in college now.

Can some one tell me how to solve any of these precal equations?

Description : Can some one tell me how to solve any of these precal equations?

Last Answer : answer:1. Find the value of the side of a square whose diagonal is known as a'. ([a times (square root of 2)]/2) think about the square as 2 triangles, the diagonal is the hypotenuse. a^2+b^ ... what does everything stand for; does s [equal] distance and t [equal] velocity, or does t [equal] time?

I am unsure of how to set this problem up. Can anyone help me?

Description : I am unsure of how to set this problem up. Can anyone help me?

Last Answer : Write an equation for the function that expresses the area of the printed portion in terms of the length and width of the poster. Use the derivative of that function to find the inflection points. Finally, study the inflection points to find the extreme values.

Help me with calculous?

Description : Help me with calculous?

Last Answer : I can help you with English first: > calculus

The two sides of a tringle are increasing at the rate of 1/2 ft/sec with their included angle decreasing at the rate of π/90 rad/sec. What is the rate of change of area when the sides and the included angle are respectively 5 ft,8 ft, and 60°?

Description : The two sides of a tringle are increasing at the rate of 1/2 ft/sec with their included angle decreasing at the rate of π/90 rad/sec. What is the rate of change of area when the sides and the included angle are respectively 5 ft,8 ft, and 60°?

Last Answer : Area = (L1 L2) sin(angle) , where L1, L2 and and angle are functions of time t. Take the derivative using the multiplication rule. The derivative will equal (L1L2)(derivative of sin) + sin times ... will have to use the multiplication rule a second time to get the derivative of L1 L2. Good luck.

What is on the cutting edge of mathematics?

Description : What is on the cutting edge of mathematics?

Last Answer : The 20th century had many advances. Claude Shannon created information theory, Alan Turing created theoretical computer science before there were computers, John von Neumann created game theory and John Nash made ... As to whether all the low lying fruit has been taken, this is my favorite story.

How do I integrate (sinx)^4 with limits 0 to pi?

Description : How do I integrate (sinx)^4 with limits 0 to pi?

Last Answer : answer:This should help you: https://en.wikipedia.org/wiki/List_of_trigonometric_identities#Power-reduction_formula If you still can’t figure it out on your own with this hint, I should be able to help you further, but I’m at work right now.

Is there a general way to solve equations involving both a multiple of x and a power of x?

Description : Is there a general way to solve equations involving both a multiple of x and a power of x?

Last Answer : Do they know about logarithms yet?

Where/When do you use algebra in your life and how often do you use it?

Description : Where/When do you use algebra in your life and how often do you use it?

Last Answer : answer:Well. Algebra, in the formulaic method I was taught, went the way of fairy tales. When I re-entered mathematics as an adult, for my own good, I discovered how I'd missed the base . I took ... . It has applications in your life, every day. You just might not know that you are doing algebra .

Rewrite in exponential form?

Description : Rewrite in exponential form?

Last Answer : answer:Okay, couple of hints to get you going in the right direction. Somebody has probably taught you that √x is the same thing as x^(½) (if not, then I just did). This rule applies for other roots of ... of info you should be able to get to the final answer, but let me know if you want more help.

Help on a difference quotient question?

Description : Help on a difference quotient question?

Last Answer : answer:This is just another way of expressing the limit of the slope at t = 1. It is the same as looking at [(1 + h) – f(1)] /h f(1) = 1/(1 – 2) = -1 (f(t) – f(1)]/(t – 1) = [1/(t-2) + 1]/(t – 1) = [(t – 1)/(t – 2)]/(t – 1) = 1/(t – 2) The limit as t approaches 1 is -1.

Help with a calculus question?

Description : Help with a calculus question?

Last Answer : What have you tried so far? If you let us know what you have tried and where you get stuck, we can help you. We aren’t supposed to simply do a problem for you (and you wouldn’t learn as much if we did).

How can I prove that something converges using the limit comparison test when I can't seem to find something to which it compares?

Description : How can I prove that something converges using the limit comparison test when I can't seem to find something to which it compares?

Last Answer : answer:Um I did this sort of maths too long ago But did you consider the fact that both the denominator and numerator share the same ^3 thing? So you can take it outside? In other words, if ... point you in the right direction. Unless I'm completely wrong about it, in which case I do apologise.

Calculus Problem?

Description : Calculus Problem?

Last Answer : I don’t know much about calculus, but i do know that the speed of the snowplow in meters has to be equal to R / [(b+t)*(rate of snowfall)]. I don’t know if this will help or not.

How do you solve the differentail equation y' = x + y?

Description : How do you solve the differentail equation y' = x + y?

Last Answer : If you can tell me the application you’re using it for, I’ll help you.

HOw does one do curve sketching?

Description : HOw does one do curve sketching?

Last Answer : If a function has an absolute maximum at x = b , then f (b) is the largest value that f can attain. Similarly, if a function has an absolute minimum at x = b , then f (b) is ... known as the local extrema. A local minimum or local maximum may also be called a relative minumum or relative maximum.

Why do I keep getting stuck when taking the derivative of the inverse cosecant function?

Description : Why do I keep getting stuck when taking the derivative of the inverse cosecant function?

Last Answer : http://archives.math.utk.edu/visual.calculus/3/inverse_trig.1/6.html

What are good strategies to increase your chances of winning the lottery?

Description : What are good strategies to increase your chances of winning the lottery?

Last Answer : Lotteries are a tax on the innumerate.

How do you integrate (indefinite) the product of two distinct terms, both containing x?

Description : How do you integrate (indefinite) the product of two distinct terms, both containing x?

Last Answer : Well, the answer to this problem is sin(x^3)/3+C. When you differentiate this function, the chain rule comes into play, so the derivative of sin(x^3) is cos(x^3)(x^2)3, and you need to ... of intuition, educated guesswork, and luck. So, good luck, and feel free to message me if you need more help.

How do I express a limit to infinity as a definite integral? (Example Inside)

Description : How do I express a limit to infinity as a definite integral? (Example Inside)

Last Answer : A homework question? At least you’re being obvious about it. Sorry, I don’t help others with homework. I never got help with mine, you see, and I’m bitter.

Integral [x^3 + 1]^2 dx = ? I found that it was [(x^3 + 1)^3] / 9x^2, but that is wrong? Details inside.

Description : Integral [x^3 + 1]^2 dx = ? I found that it was [(x^3 + 1)^3] / 9x^2, but that is wrong? Details inside.

Last Answer : Expand this using FOIL. You will get three distinct terms and it will be a very easy integral. The answer should be (x^7)/7 + (x^4)/2 + x

Why does Integral[(e^sqrt(x)) / sqrt(x)] NOT equal e^sqrt(x) + C? Details of how I got there inside...

Description : Why does Integral[(e^sqrt(x)) / sqrt(x)] NOT equal e^sqrt(x) + C? Details of how I got there inside...

Last Answer : The derivative of sqrt(x) isn’t 1/sqrt(x), it is .5/sqrt(x), because sqrt(x) can be rewritten as x^.5, and the chain rule applies and makes the derivative .5*x^-.5

Calculus homework help!!!

Description : Calculus homework help!!!

Last Answer : answer:Hi Meredith. Pay attention in class from now on, thanks :P PS I’m coming up to the room in like… an hour.

Calculus:Chain LInks and derivatives

Description : Calculus:Chain LInks and derivatives

Last Answer : for the first one, you have to use the chain rule. So the first step is to take the derivative of the outer function, and then do the derivative of the inner function, as follows: f(x)=(4x-x^2)^100 f'(x)= ... inner function). your teacher may want you to simplify it to: f'(x)= 200(2-x)(4x-x^2)^99

I need more Calculus help!

Description : I need more Calculus help!

Last Answer : all but the last one can be solved by taking derivatives and setting them equal to zero. Lhospitals rule is pretty straight forward. Take the derivative of just the numerator and then just ... until the problem is evaluatable. I suggest the site mathworld for additional guidance. the site matheolrd

If I made "Calculus for Idiots by Idiots", would anyone watch it?

Description : If I made "Calculus for Idiots by Idiots", would anyone watch it?

Last Answer : Only if I was taking calculus and thought it would help me out. The by idiots thing might throw me off. But then, it could be the reason I watch it too.

Dental calculus. Why does it appear and how to deal with it?

Description : Dental calculus. Why does it appear and how to deal with it?

Last Answer : Dental calculus. Why does it appear and how to deal with it? Dental plaque is a thin film that is invisible to the eye and contains bacteria that can destroy the top layer of tooth enamel. If ... to remove it if it does appear. Take advantage of dental care tips and choose the right dental clinic.

Do I need to be a genius at math to study business?

Description : Do I need to be a genius at math to study business?

Last Answer : You don’t need to be a math genius to be good in business. It’s more about reading people and knowing trends in the way people buy and use things.

Who's more dangerous: an evil genius or an evil idiot?

Description : Who's more dangerous: an evil genius or an evil idiot?

Last Answer : A genius has regard for their own safety, an idiot doesn’t. They’re not afraid to go down with you.

What’s to be garnered from the fact that the US navy is required to hide its ship (the John McCain) from the stable genius?

Description : What’s to be garnered from the fact that the US navy is required to hide its ship (the John McCain) from the stable genius?

Last Answer : You understand @stanleybmanly The ship was named for John McCain ‘s father, the Admiral John S, McCain, Sr..

Are you watching Genius Pablo Picasso on Nat Geo tonight?

Description : Are you watching Genius Pablo Picasso on Nat Geo tonight?

Last Answer : Thank you so much for reminding me ! I can’t wait !

Does being a "stable genius" mean that you clean up horse stalls very effectively?

Description : Does being a "stable genius" mean that you clean up horse stalls very effectively?

Last Answer : Not at all. It means you know how to shovel horse shit.

Are you excited that NatGeo's having a second season of Genius ?

Description : Are you excited that NatGeo's having a second season of Genius ?

Last Answer : There are so many of them. I hope Marie Curie, Thomas Edison and Isaac Newton will feature in it.

What is a genius?

Description : What is a genius?

Last Answer : answer:I always liked Kanye West's claim that I'm a creative genius, and there's just no other way to word it than that. Well, that's obviously false, because a true creative genius could word that ( ... 'll say that it's a curse when you apply the label to yourself. Stupidly. In public. On video.

Would you rather be a worried genius or a joyful simpleton?

Description : Would you rather be a worried genius or a joyful simpleton?

Last Answer : answer:Honestly? I think I’d rather be a joyful simpleton. I’m not worried about making my “mark” on the world, so why not just live happy? My sincerest hope is that people with Alzheimer’s disease are happy in there.

Why is it that great genius is so often accompanied by depression?

Description : Why is it that great genius is so often accompanied by depression?

Last Answer : because ignorance is bliss

Howard Bloom: Insane, genius, both?

Description : Howard Bloom: Insane, genius, both?

Last Answer : I see him as someone who needs a lot of attention in order to confirm his inflated sense of self worth. Unfortunately, suffering from CFS all these years has kept him from the limelight that he so ... wisdom based on my own personal prejudices. I try to stay open minded but don't always succeed;)

IPhone with a physical problem: would Genius Bar send it away for repairs or swap it out on the spot?

Description : IPhone with a physical problem: would Genius Bar send it away for repairs or swap it out on the spot?

Last Answer : $199 and they’ll replace it.

Does musical genius correlate to mental disorder?

Description : Does musical genius correlate to mental disorder?

Last Answer : No. There are a load of people with mental disorders out there with no musical abilty and there are a lot of people with fantastic musical abilty and no mental disorder.

Terence Mckenna, mad man or genius?

Description : Terence Mckenna, mad man or genius?

Last Answer : Affected by hallucinogenic substances, maybe. Aided by – I don’t agree with that.

Is genius God's gift or genetic?

Description : Is genius God's gift or genetic?

Last Answer : No religion necessary. Genius is a product of genetic predisposition modified and enhanced by environmental and societal factors.

Do you think Karl Pilkington is more likely a comedic genius or an idiot?

Description : Do you think Karl Pilkington is more likely a comedic genius or an idiot?

Last Answer : Idiot.

Is it possible to be a genius and still be considered stupid?

Description : Is it possible to be a genius and still be considered stupid?

Last Answer : Ever heard of an idiot savant?

How can I get my iTunes Genius to recognize all of the songs in my library?

Description : How can I get my iTunes Genius to recognize all of the songs in my library?

Last Answer : answer:I suspect that it’s because how you obtained the music meets the description of pirated music, and iTunes doesn’t recognize pirated music. I had the same problem with a few older mix CDs that I added to my library. Edit: Genius works with music purchased on Amazon.

Make a Genius playlist of only unplayed songs?

Description : Make a Genius playlist of only unplayed songs?

Last Answer : answer:First of all, make sure you've got the Genius feature turned on: 1. open iTunes 2. Open the Store menu at the top of the window 3. Click Turn On Genius (if it's available) ... GENIUS node. Expand that and you'll see Genius Mixes which are larger groupings from your Library by genre/type.

Can a genius person commits crime and get away so easily?

Description : Can a genius person commits crime and get away so easily?

Last Answer : Most crimes are committed by dolts, and go undiscovered and unpunished.

There's no way to share Genius Mixes over a network, right?

Description : There's no way to share Genius Mixes over a network, right?

Last Answer : Not that I can find. My room mate and I have searched high and low for a way to do this. No go as of today at 2pm.

Do I have to be 18 to get work done on my macbook at the Genius Bar?

Description : Do I have to be 18 to get work done on my macbook at the Genius Bar?

Last Answer : Try calling the store. They should have an answer for you.

Is it possible to codify the mental steps necessary to achieve genius?

Description : Is it possible to codify the mental steps necessary to achieve genius?

Last Answer : I read a wide variety of books from D&D to physics and watch intelligent TV…I used to play “Mike Tyson’s Super Punch Out” for self confidence…some genius is just recognizing patterns and using tricks.

What is your unsellable genius idea?

Description : What is your unsellable genius idea?

Last Answer : A sock dispenser.