Logarithms is a Education app by Francesco Grassi. • App to learn LOGARITHMS. • The app creates equations and expressions and SHOWS THE COMPLETE SOLUTION !!! • The expressions and equations are ALWAYS DIFFERENT (based on random numbers).
APK (Android Package Kit) files are the raw files of an Android app. Learn how to install logarithms.apk file on your phone in 4 Simple Steps:
Yes. We provide some of the safest Apk download mirrors for getting the Logarithms apk.
1. • Equations - Easy: equations that simply require the application of the definition of logarithm and application of calculation rules; are solvable in few steps and are an excellent starting point for more difficult equations.
2. • Also suitable for TEACHERS who need to build logarithmic equations as a task for students; it is possible to export LaTex code to create professional looking scripts (available as in-app purchase).
3. • Equations - Medium: this level presents equations that require a higher number of steps to be resolved.
4. • Equations - Hard: this is a level where logarithmic equations are presented that eventually leads to quadratic equations using a variable substitution, or are tricky.
5. It also present some equations with logarithms to different bases and equations that require an excellent knowledge of the topic.
6. • The expressions and equations are ALWAYS DIFFERENT (based on random numbers).
7. Fundamental to be able to solve the equations.
8. • It is also possible to learn the logarithm laws (simplify and expand expressions).
9. • An ideal tool for the study of mathematics in secondary schools and technical schools.
10. • Includes a calculator for the calculation of logarithms to any base.
11. By mastering this level you can achieve medium/good review.
Apk Mirror 1: : Download APK
Many exercises contain duplicates of the correct answer and it’s a gamble if you pick the correct one. The same answer listed twice...but only one of them counts as correct.
Fawken useless
Hey, Some of your solutions are wrong. 4^log(x-3)=4 Your solution shows X-3=1 Where as it should show log(x-3)=1 Because the exponents must be equal. Multiple solutions are wrong. All using the same incorrect assumption. Thx
I brushed up on my log knowledge. Great app for math students!
The app is quite useful with good material that's helpful and has really helped me.
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