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Limit Calculator

Limit calculator counts a limit or border of a certain function. One-sided and two-sided being supported. The limit calculator helps to calculate limits at positive, negative and complex infinities. The final answer is simplified.

How to Use

First, write the variable and the point at which taking the limit. In the example below, that’s “x” approaching 3. Then, enter a valid expression, but the important thing is to make sure “Evaluate the Limit” is chosen in the menu, and then click Answer.

In order to start, try working from the example problem, which is in the box situated below. It is rather easy in usage and considers being a very useful tool for students.

 

the worst thing about calculating limits is that I can just plug a few increasingly large numbers into a calculator and find exactly what the limit is but no that don't count

— exa (@exaenae) January 29, 2019

Not a simple answer, you created an overflow in the calculator's data limit, but that is a limitation of the calculator. In reality, those numbers could be endless.

— Dot Nerd 🦄🐇 (@RealistDotNerd) January 29, 2019

THANK FUCKING G-D he gave it back to me so i could redo them (for the record the instructions said EVALUATE THE LIMIT not EVALUATE THE LIMIT ALGEBRAICALLY) but “ur calculator isn’t working” does NOT give me high hopes for getting a B on this midterm

— טַלְיָה ✡️ ☭ (@bitch960) January 25, 2019

23 Responses to Limit Calculator

  1. Marilyn says:
    February 1, 2019 at 11:09 am

    I have a question. If x increases without bound, then doesn’t it mean that limit of 3/10^x is infinity and doesnt it that infinity minus whatever number is practically infinity? How did it come up to the answer -1?

    lim calc

    Reply
    • Rayan says:
      September 11, 2019 at 9:38 am

      3/10 is less than 1 and is to the power of infinity therefore its limit is 0 and not infinity.
      Then 0-1 will give you your answer

      Reply
  2. mathmathmath says:
    February 1, 2019 at 11:19 am

    lim a^x as x->oo depends on a. If |a| > 1 then limit is infinite, if |a| < 1, then limit is 0 (this is your case). 0-1=-1

    Reply
  3. Eddie says:
    February 5, 2019 at 11:11 am

    please help me , can someone solve this limit

    calculat limit

    Reply
    • mathmathmath says:
      February 5, 2019 at 11:24 am

      Its 1/e

      Reply
  4. Neil says:
    February 6, 2019 at 11:14 am

    limit (as x approaches infinity) of ((x^2)(1+ sin^2 (x)))/((x+ sin (x))^2). Can someone please help me with this?. If possible, may anyone also put the step by step to the answer? I’m plugging it in but, I’m getting steps are not available.

    Reply
    • mathmathmath says:
      February 6, 2019 at 11:26 am

      Please show your attempt.

      Reply
  5. Francis S. says:
    February 9, 2019 at 11:10 am

    Anyone know why it flags this as an invalid function?
    (( sec (t)- sec (x))/(t-x)

    Reply
    • mathmathmath says:
      February 9, 2019 at 11:27 am

      Redundant parenthesis, should be ( sec (t)- sec (x))/(t-x)

      Reply
  6. Diane says:
    February 10, 2019 at 11:10 am

    It can’t calculate the following: -4*e^( sqrt (t)) when t -> -inf
    Is the answer 0?
    (There were also formulas where steps “took too much time” but the answer helped a lot)

    Reply
    • mathmathmath says:
      February 11, 2019 at 11:28 am

      Yes, the answer is 0.

      Reply
  7. Kristopher Montcalm says:
    July 2, 2019 at 10:59 am

    Nice website for math, Very Helpful

    Reply
  8. Bridgette says:
    October 5, 2019 at 9:06 am

    Im solving the sequence An=ln(n)-ln(5n+1) so to find the limit of the sequence as n goes to infinity i need lim ln (n)- ln (5n+1) but this says the answer cannot be found..does anyone know how to do this? I got to lim ln(n/5n+1)but not sure what to do now. Thanks.

    Reply
    • Antony says:
      October 5, 2019 at 9:21 am

      lim ln (n) – ln (5n+1) = lim ln(n/(5n+1)) = ln lim (n/(5n+1)) = ln lim (1/(5+1/n)) = ln(1/5)

      Reply
  9. Joe says:
    October 5, 2019 at 9:07 am

    can someone help me with this limit?

    Reply
  10. Itasil says:
    October 5, 2019 at 9:07 am

    Hello! Could please someone help me with this limit? f(x) = ((2^x)/((x+1)^(1/2)+2))* ln (1+e^(-x)) for x -> inf
    I already know the answer is 0, tho I don’t understand why

    Reply
  11. Kendra says:
    October 5, 2019 at 9:08 am

    I was wondering if you could help me solve lim x–> 0 (tan^-1(x))^ (square root of x)

    Reply
  12. Katherine Clarke says:
    October 5, 2019 at 9:09 am

    Could someone please help me find the limit as x approaches 0 for this function:

    Reply
  13. Ayush Raj says:
    October 5, 2019 at 9:09 am

    Please help solving this:
    \left(\sum _{r=n^2}^{\left(n+3\right)^2}\frac{1}{\sqrt{r}}\right)
    Answer is 6..But i need solution

    Reply
  14. Andres Hernandez Lopez says:
    October 5, 2019 at 9:10 am

    How can i find lim(x tends to inf) xa^x. Where a is a constant -1< a <1.

    Reply
  15. Peter says:
    October 5, 2019 at 9:10 am

    Can anyone help me with this limit and how to compute it?
    lim(x tends to inf) ((3x)! * (x+1)^3)/(3(x+1))!

    Reply
  16. Stacy says:
    October 5, 2019 at 9:11 am

    What does Infinity detected in the function mean?

    I mean to calculate 0s limits.

    0^(-x) as x tends to infinity
    0*x as x tends to infinity

    Reply
  17. Arthur says:
    October 5, 2019 at 9:12 am

    Need help with step by step for this problem
    lim (2x – (8x^3 – 4x^2 +1)^(1/3)) x -> inf

    Reply

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