Vectors Calculator APK
最新バージョン
1.01 for Windows
更新しました
2014年July04日
情報
バージョン 1.01 (#2)
更新しました 2014年July04日
APKファイルサイズ 1.5 MB
Android 要件 Android 3.0+ (Honeycomb)
開発元 Addy Apps
カテゴリー 教育 (アプリケーション)
アプリケーションのID addy.apps.vector_calculus
開発者ノート A calculator that checks Calculus and Vectors solutions
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説明
"This software gives you the exact answers to almost ANY algebraic Vectors problem you can find in your grade 12 textbook!"
Ever wanted to check over your homework without flipping to the back of the book?
Have you ever wanted to test yourself without relying on a fixed set of un-challenging questions?
Do you want to know all the answers? ALL THE TIME?
(1627fe4b1a)
Look no further! This Vectors Calculator app gives you all the practice you need. It has everything from Vector projections to Finding the volume of a parallelepiped.
This software gives you the exact answers to almost ANY Vectors problem you can find in your grade 12 textbook!
WARNING: App does not provide artificial intelligence that thinks for you.
Features:
- Seamless and straight-forward Coordinate mapping
- MAGNITUDES of every result
- Labeled Vectors
- Cross Product
- 3D and 2D Subtraction
- 3D and 2D Addition
- 3D and 2D Dot Product
- 3D and 2D Vector Projection
- 3D and 2D Scalar Projection
- Volume of a parallelepiped (Volume of 3 distinct Vectors in 3D)
Ever wanted to check over your homework without flipping to the back of the book?
Have you ever wanted to test yourself without relying on a fixed set of un-challenging questions?
Do you want to know all the answers? ALL THE TIME?
(1627fe4b1a)
Look no further! This Vectors Calculator app gives you all the practice you need. It has everything from Vector projections to Finding the volume of a parallelepiped.
This software gives you the exact answers to almost ANY Vectors problem you can find in your grade 12 textbook!
WARNING: App does not provide artificial intelligence that thinks for you.
Features:
- Seamless and straight-forward Coordinate mapping
- MAGNITUDES of every result
- Labeled Vectors
- Cross Product
- 3D and 2D Subtraction
- 3D and 2D Addition
- 3D and 2D Dot Product
- 3D and 2D Vector Projection
- 3D and 2D Scalar Projection
- Volume of a parallelepiped (Volume of 3 distinct Vectors in 3D)
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