Solve inequalities 與 Logarithms 使用情況與統計

Your inequality solver with step-by-step guided solutions. "Solve Inequalities" is the ideal app for students and math enthusiasts. Enter an inequality and immediately get the solution, complete with all the steps necessary to understand it. The app also supports solving systems of inequalities, making the process even easier. In addition to solving inequalities, the app offers a list of exercises with detailed solutions, allowing you to test your skills. If you need a review, you can consult the theory pages integrated into the app. Main features: • Solve inequalities: Enter an inequality and get the step-by-step solution. • Support for systems of inequalities: Easily solve systems of inequalities. • Exercises with solutions: Practice with a list of exercises, complete with detailed solutions. • Theory pages: Consult the theory to deepen your understanding of mathematical concepts. • Dedicated math keyboard: Easily input powers, roots, repeating decimals, and more. "Solve Inequalities" is your perfect companion for tackling math challenges with confidence.
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• 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). • An ideal tool for the study of mathematics in secondary schools and technical schools. • It is also possible to learn the logarithm laws (simplify and expand expressions). Fundamental to be able to solve the equations. • Includes a calculator for the calculation of logarithms to any base. • Works 100% offline • 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). • 5 levels are available: 1) Simplify (Free) 2) Expand (Free) 3) Equations - Easy (Free) 4) Equations - Medium (in app purchase) 5) Equations - Difficult (in app purchase) • Simplify: application of the rules on calculation of logarithms to compact expressions e.g.: log (5) + log (4) - log (2) = log (5 * 4/2) = log (10) • Expand: the opposite of simplify, e.g.: log (x * y/(2z)) = log (x * y) - log (2z) = log (x) + log (y) - [log (2) + log (z)] = log (x) + log (y) - log (2) - log (z) • 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. • Equations - Medium: this level presents equations that require a higher number of steps to be resolved. By mastering this level you can achieve medium/good review. • Equations - Hard: this is a level where logarithmic equations are presented that eventually leads to quadratic equations using a variable substitution, or are tricky. It also present some equations with logarithms to different bases and equations that require an excellent knowledge of the topic. By mastering this level excellent exam results are highly likely :-)
  • Apple App Store
  • 免費版
  • 教育

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Solve inequalities VS.
Logarithms

12月 24, 2024