Jerarquía de operaciones App

Solve combined operations using the appropriate hierarchy of operations.
Xortalius
Download Jerarquía de operaciones App APK
Rating 4
Category Education
Package name com.xorcalc.jerarquiadeoperacionesapp
Downloads 5+
Jerarquía de operaciones App Description
Do you need help to solve combined operations accurately and efficiently? Do not look any further! With the "Hierarchy of Operations App" application, you will be able to solve any mathematical operation using the appropriate hierarchy of operations.

Our app is a powerful and practical educational tool designed for students, teachers, and anyone interested in improving their math skills.

Main features:

Intuitive interface: Our application has a simple and easy-to-use interface that will allow you to solve operations quickly and without complications.

Hierarchy of Operations: No more confusion about which operation to perform first. Our application applies the hierarchy of operations correctly, ensuring accurate results in each calculation.

Combined Operations: Do you have an operation that involves multiple math operations? Don't worry. Our application is capable of handling combined operations efficiently, saving you time and effort.

Step-by-step: We'll walk you through each step of the resolution process, giving you a better understanding of how the hierarchy of operations applies to each case. You can also see the order of operations in the form of a tree diagram.

Practice and Learn: In addition to solving facts, our app offers practice opportunities to strengthen your skills and improve your understanding of the hierarchy of facts.

The Hierarchy of Operations App is your ideal companion to solve combined operations correctly and efficiently. Download right now and improve your math skills.

Supported functions:
- Trigonometric and hyperbolic functions:
sin(), cos(), tan(), asin(), acos(), atan(), sinh(), cosh(), tanh()
- Square root:
sqrt()
- Exponent:
^
- Absolute value:
abs()
- Natural logarithm:
ln()
- Base 10 logarithm:
log()
- Number π, (3.1416…):
pi
- Euler's number or Napier's constant:
and
- Arithmetic operators:
+ sum
– Subtraction
* Multiplication
/ Division

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