Limit Step by Step Calculator

Offline Limit solver with Photo Math - calculates Limit with detailed steps.

This offline Limit calculator and solver calculate the Limit (one-sided or both-sided) with calculating steps. It supports Photo Math, i.e., you can enter math expressions from captured images by the camera.

What is a Limit?
A Limit tells us about the behavior of a particular function near a point, but not exactly on that point. This operation provides a strong back support in resolving various calculus numerical.

This offline app calculates the Limit (one-sided or both-sided) of a mathematical expression and shows calculating steps. These detailed step-by-step calculations help you learn how to compute Limit. This app has the ability to automatically select the best approach for calculating the Limit.

The following notable features set this app apart from other Limit calculators:

- You can enter math expressions from captured images
by the camera.

- It works without an internet connection.

- It supports many mathematical functions:
square root (√),
absolute (| |),
exponential function (exp(x)),
natural logarithm (ln(x)),
gamma function (Г(x)),
beta function (β(m,n)).
Trigonometric function-> sin, cos, tan, csc,
sec, cot.
Hyperbolic function-> sinh, cosh, tanh, csch,
sech, coth.
Inverse trigonometric function-> arcsin, arccos,
arctan, arccsc, arcsec, arccot .
Inverse hyperbolic function-> arcsinh, arccosh,
arctanh, arccsch, arcsech, arccoth.
Special function-> zeta function (ζ(x)),
polygama function (ψ(m,x) with order m
and argument x),
polylogarithm function (Li(m,x) with order m
and argument x),
sine integral function (Si(x)),
cosine integral function (Ci(x)),
hyperbolic sine integral function (Shi(x)),
hyperbolic cosine integral function (Chi(x)),
logarithm integral function (li(x)),
exponential integral function (Ei(x)).

-Mathematical Constants:
Pi (Archimedes’ constant) =
3.141592653589 (upto 12 digits),
e (exponential constant) =
2.718281828459 (up to 12 digits),
Catalan (Catalan’s constant) =
0.915965594177 (up to 12 digits),
Euler (Euler-Mascheroni constant) =
0.577215664901 (up to 12 digits)