FactorizationA
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About FactorizationA
多変数多項式の因数分解＜Factorization＞／展開＜Expansion＞用の電卓アプリです。x, y, z（または a,b,c）３変数で各変数とも５乗までの数式が考慮されます。
中学、高校数学の教科書、問題集等にでてくる因数分解なら、ほとんど対応可能です。
（注意）
・式の中の変数に６乗以上が発生する場合は正しく計算できません。
・因数分解の求解のために 64bit整数演算 を使用しています。項の次数が高くて係数に大きな数を入力した場合、オーバフローをおこして正しい結果が得られない場合があります。
※因数分解の過程（途中式）を解説する有料版《FactorizationSA》もあります。
※分数式の計算が必要な方のために《FracExpressionA》も用意しました。
※計算結果に６乗以上の変数が現れる展開を行いたい場合も《FracExpressionA》が使えます。（１６乗まで可能） It is a calculator app factorization / deployment for multivariate polynomial. Each variable also takes into account the formula to the fifth power (a or, b, c) in three variables x, y, z.
If factorization coming out textbook middle school, high school mathematics, in exercise books, etc., and is available almost.
(Note)
• You can not correctly calculate when six or more power is generated in the variables in the equation.
· I use a 64bit integer arithmetic for solving the factorization. If you enter a large number in order coefficient of the term is high, you may not get the results they are correct is causing the overflow.
※ There is also a paid version "FactorizationSA" that describes the process of factoring (middle type).
※ I have also prepared "FracExpressionA" for those who need the calculation of the fractional expression.
※ You can use the "FracExpressionA" even if you want to make the deployment of variable power 6 or more will appear in the calculation result. (Up to the 16th power)
中学、高校数学の教科書、問題集等にでてくる因数分解なら、ほとんど対応可能です。
（注意）
・式の中の変数に６乗以上が発生する場合は正しく計算できません。
・因数分解の求解のために 64bit整数演算 を使用しています。項の次数が高くて係数に大きな数を入力した場合、オーバフローをおこして正しい結果が得られない場合があります。
※因数分解の過程（途中式）を解説する有料版《FactorizationSA》もあります。
※分数式の計算が必要な方のために《FracExpressionA》も用意しました。
※計算結果に６乗以上の変数が現れる展開を行いたい場合も《FracExpressionA》が使えます。（１６乗まで可能） It is a calculator app factorization / deployment for multivariate polynomial. Each variable also takes into account the formula to the fifth power (a or, b, c) in three variables x, y, z.
If factorization coming out textbook middle school, high school mathematics, in exercise books, etc., and is available almost.
(Note)
• You can not correctly calculate when six or more power is generated in the variables in the equation.
· I use a 64bit integer arithmetic for solving the factorization. If you enter a large number in order coefficient of the term is high, you may not get the results they are correct is causing the overflow.
※ There is also a paid version "FactorizationSA" that describes the process of factoring (middle type).
※ I have also prepared "FracExpressionA" for those who need the calculation of the fractional expression.
※ You can use the "FracExpressionA" even if you want to make the deployment of variable power 6 or more will appear in the calculation result. (Up to the 16th power)
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App History & Updates
What's Changed
・(1.0.3.0) アプリ起動中のスリープ（によるリセット）防止処理を行いました。（スリープによる入力式の消失対応）
・(1.0.2.1) プログラムコードの最適化を行いました。
・(1.0.2.0) 因数分解の結果、因数が６個以上になる場合に正しく結果表示されない現象の修正と、最高次の係数がマイナスの場合の結果表示の仕方の変更を行いました。
・(1.0.1.3) (1.0.1.2) にて、修正ミスが発生したことの解消を行いました。
・(1.0.1.2) 展開結果が 0 になる場合、展開式が空白で表示されてしまうことを修正しました。
・(1.0.1.1) 端末のピクセル密度が Extra High Density の機種（画面解像度が W:720*H:1280 等）にてボタン画像が画面に収まりきらない不具合を修正しました。
・(1.0.1.0) 乗数の表示を少し大きくして見やすくしました。
・(1.0.3.0) アプリ起動中のスリープ（によるリセット）防止処理を行いました。（スリープによる入力式の消失対応）
・(1.0.2.1) プログラムコードの最適化を行いました。
・(1.0.2.0) 因数分解の結果、因数が６個以上になる場合に正しく結果表示されない現象の修正と、最高次の係数がマイナスの場合の結果表示の仕方の変更を行いました。
・(1.0.1.3) (1.0.1.2) にて、修正ミスが発生したことの解消を行いました。
・(1.0.1.2) 展開結果が 0 になる場合、展開式が空白で表示されてしまうことを修正しました。
・(1.0.1.1) 端末のピクセル密度が Extra High Density の機種（画面解像度が W:720*H:1280 等）にてボタン画像が画面に収まりきらない不具合を修正しました。
・(1.0.1.0) 乗数の表示を少し大きくして見やすくしました。
More downloads FactorizationA reached 100 000 - 500 000 downloads
More downloads FactorizationA reached 50 000 - 100 000 downloads
More downloads FactorizationA reached 10 000 - 50 000 downloads
What are users saying about FactorizationA
I
by I####:
by I####:
So what if it's in Chinese numbers are universally Arabic if you need to factor problems quickly use this 10/10
R
by R####:
by R####:
It helps me when I was in trouble thank you so much
R
by R####:
by R####:
If you give answer with formula then it will be easy for all but nice app
R
by R####:
by R####:
This app is a gift from god :)
I
by I####:
by I####:
It actually works!!
T
by T####:
by T####:
Helped a lot
L
by L####:
by L####:
Awesome app factorisation solving app
D
by D####:
by D####:
Pretty good
P
by P####:
by P####:
The best
R
by R####:
by R####:
Good app
R
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by R####:
H
by H####:
by H####:
Exellent
X
by X####:
by X####:
Good
F
by F####:
by F####:
So what if it's in Chinese numbers are universally Arabic if you need to factor problems quickly use this 10/10
N
by N####:
by N####:
Its all in another language and i cant understand it or change it to english.
S
by S####:
by S####:
Wish it had higher x term numbers. other than that it was really helpful
S
by S####:
by S####:
put it in English helps better I'm just in 5th grade
K
by K####:
by K####:
I cannot understand it
X
by X####:
by X####:
Exponent only goes to 5
S
by S####:
by S####:
I'm checking it out.
S
by S####:
by S####:
Really I aspected vvvvvery nice well done good
S
by S####:
by S####:
It Is awesooooooooooome
Y
by Y####:
by Y####:
Helped a lot
S
by S####:
by S####:
Do the job
V
by V####:
by V####:
Good
R
by R####:
by R####:
Love it
S
by S####:
by S####:
Always helps me but not well designed
S
by S####:
by S####:
Just translate it to English and we got 5 stars
S
by S####:
by S####:
Useful
D
by D####:
by D####:
put it in English helps better I'm just in 5th grade
S
by S####:
by S####:
That's app really helpful in our studies
D
by D####:
by D####:
Really I aspected vvvvvery nice well done good
D
by D####:
by D####:
It really helped me alot
V
by V####:
by V####:
The exponents won't go over 5 if you could change that it would be perfect
O
by O####:
by O####:
Liked it but it would have been better if it showed the steps.and where is the division symbol??
I
by I####:
by I####:
Just awesome
D
by D####:
by D####:
Very limited
E
by E####:
by E####:
I couldn't understand the moon runes and couldn't be bothered to find a way to change it.
J
by J####:
by J####:
It is in Chinese language. I wish it was is in English.
by R####:
I told me the factorization of x^5+x+1. Nicely done, good job! Why do the powers only go up to 5?