No matter where you are, which school you’re attending, algebra class is a requirement. But! With our new algebra app for the TiNspire CX, it will by far your easiest class yet! Not only does this app cover all the material you will learn in class, we provide you with step by step solutions that will significantly boost your understanding of the subject. Don’t believe it? Try our free trial version at www.tinspireapps.com You can check out our college algebra video below for more! Trust our customers—this is the way to go!
It’s here! Our algebra app covers both algebra 1 and algebra 2. You will be acing those tests in no time! Want to check it out? Watch our sneak peek video below, which covers all the jaw-dropping aspects of this extraordinary app. Go to www.tinspireapps.com to try our free trial. Remember, with this app, you’ll understand everything from matrices and polynomials to solving triangles by using the law of sine and the law of cosine. There’s no better way to learn!
This app for the TiNspire CX allows you to follow step by steps computations online. You can learn everything from solving polynomials and matrices to the angles and sides of a triangle. Check out our video below for a sneak peek of just what our app can do. Want more? Go to www.tinspireapps.com to test the free trial. The fun continues there!
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Here is how to do Proof by Induction using the TiNspire CX CAS calculator – step by step.
You first launch Algebra Made Easy and select Proof by Induction for Sums in the menu.
Then enter the sigma expression (thats the general formula of the terms to be added) in the top box and the sum-formula in the bottom box as shown below:
In Step1 (the base case) we plug in 1 into both sides of the equation. If we get a matching answer we move on to Step 2.
Now we assume that the given formula is correct for the n-th integer S(n) (really for the first n integers) and add the n+1. term to both sides of the equation, simplify the right side and get the expected expression for S(n+1)
then proof by induction allowed is to verify the given identity. Voila!!
Doing Interval Notation on the TiNSpire is straightforward using the Algebra Made Easy app on www.TiNspireApps.com : Just enter the interval bounds a and b and see how the correct interval notation is created
Use the Cover-Up Method to solve Partial Fraction problems fast and efficient. This method is a lot faster and and way more fun than the traditional method. See it for yourself. We are using the TiNspire and Algebra Made Easy from www.TiNspireApps.com
Here is a brief video showing how to solve any 2×2 system of equations in Algebra using the TiNspire calculator – best of all : each step of the elimination method is shown. This handy Algebra Solver is available in Algebra Made Easy at www.TiNspireApps.com .