A Little Calculus

Why is the domain for x^1/3 greater than or equal to zero? It claims in the graph and the calculator windows non real values for negative domain.

Thank you so very much! This is incredibly enlightening, just amazing. You have done a super job. WOW

Love this app ESP for integration problems. I have not found a better app.

M

I noticed that my review has disappeared for some reason. I won't make this one long, but suffice it to say that I've returned to the reviews section of this app just to make sure it's getting a lot of five star ratings! It seriously deserves to show up as a five star app in the App Store.

I've been looking for the ability to have ways to help students visualize mathematics and this app has it all. It is flexible and cusomizable. Viewing objects from any angle when in 3-D is great and very powerful for students, teachers, and anyone learning calculus.

A Little Calc is ideal for any math teacher to visually enhance mathematical concepts and promote higher level thinking in the classroom. Students will find a valuable resource in this app which includes a really wide range of useful topics. Buy it for yourself, buy it for your class. You won't regret it.

If you’re looking for an app to create amazing volumes of revolutions or known cross-sections in a way that makes students appreciate how amazing Calculus is, look no further. Spend the 99 cents - you won’t be disappointed! There are also quite a few other useful applets within this app but the volume & surface area ones are the best.

This app is a great tool for visualizing calculus problems and it has its own built-in calculus course. What would be cool though if it also had 3d plots and a graphing inset for conics and more improper integral for functions not just 1/n^p. Oh and I forgot that there is this cosecant bug where I try to graph cosecant and the app crashes for some reason--I don't know why--please fix--I'll give it five stars if you do--please?

I teach three levels of high school calculus (BC, AB, and non-AP), and I find this App to be a terrific tool for the classroom. If you want to investigate limits informally, the App allows you to mimic Archimedes's "exhaustion" method of approximating pi (Archimedes stopped at 112 sides while this App allows you to go as high as 5,000 sides). If you want to look at limits via Cauchy's formal "delta-epsilon" definition, this App allows you to enter a function and manipulate the range for epsilon. I would buy the App solely for its wonderful rendering of solids of revolution, but there is so much more, and all of it first-rate. If you teach calculus and own an iPad, this is an App that you should own.