Saturday, March 30, 2013
Saturday, March 23, 2013
Here is a screenshot of what the new steps screen will look like in the next update. These changes will only be effecting the paid version of the calculator since only the paid version can view the steps performed.
Each step will first have an English description. Some of the descriptions will have formulas to help explain exactly what it is doing. For example, in the image above, the first step shown says "Factor difference of two squares." It then has the formula for factoring two squares, which is a^2-b^2=(a-b)(a+b). The next line after the description is the expression that the step started with. The items highlighted in green are what the step is changing. The next line is the resulting expression for the step. The changes from the original expression are in blue.
Most steps will have the green and blue highlights for what is changing. However, not all of them will. Some steps may just have a description with the resulting expression.
Wednesday, March 13, 2013
When I decided I wanted to write a calculator for Android, I knew one of the features I wanted it to have was to be able to show the user the steps the calculator performed to get the result it did. This was something I hadn't seen any other calculator on Android do and something I thought would be very useful to many people.
This feature is available in the paid version. However, in its current form it is fairly basic. I have long wanted to provide descriptions for each step and make it easier to see what is changing between each step. For the next update I am working on doing just that. Once I get enough of it working, I will post a new entry with screen shots (will be at least a couple weeks).
Saturday, March 9, 2013
Saturday, March 2, 2013
Currently the calculator can solve inequalities but it can not graph them. For the next update, I am working on adding the ability to graph inequalities when in Cartesian graphing mode. Not only will it graph simple inequalities such as y<x+1, but also more complex inequalities such as the circle x^2+y^2<1.