1/8
Differential Equations Steps screenshot 0
Differential Equations Steps screenshot 1
Differential Equations Steps screenshot 2
Differential Equations Steps screenshot 3
Differential Equations Steps screenshot 4
Differential Equations Steps screenshot 5
Differential Equations Steps screenshot 6
Differential Equations Steps screenshot 7
Differential Equations Steps Icon

Differential Equations Steps

Иван Петухов
Trustable Ranking IconVertrauenswürdig
2K+Downloads
4MBGröße
Android Version Icon4.0.3 - 4.0.4+
Android-Version
7.0.3(04-02-2020)Letzte Version
2.5
(2 Bewertungen)
Age ratingPEGI-3
DetailsBewertungenVersionenInfo
1/8

Beschreibung von Differential Equations Steps

Generally, differential equations calculator provides detailed solution


Online differential equations calculator allows you to solve:


Including detailed solutions for:


[✔] First-order differential equations


[✔] Linear homogeneous and inhomogeneous first and second order equations


[✔] A equations with separable variables


Examples of solvable differential equations:


[✔] Simple first-order differential equations


[✔] Differential equations with separable variables


[✔] Inhomogeneous linear differential equation of first order


[✔] Bernoulli differential equation


[✔] Exact differential equations


[✔] Linear homogeneous second order differential equations with constant coefficients


[✔] Inhomogeneous linear second order differential equations with constant coefficients


[✔] Differential equations, allowing reduction of the order


[✔] Linear homogeneous and inhomogeneous differential equations of higher order with constant coefficients


[✔] Supported all math symbols and functions. For example: sin(x), cos(x), exp(x), tan(x), ctan(x) and other.


[✔] Suported complex variables (solve complex equations)


The Calculator contain several features:


[✔] Several examples


[✔] Сorrect input expression errors


Examples for solve:


y' = x + e^x - 1


y' = 2x/(x^2 - 7)^(1/3)


e^y*dy = (x + sin(2x))dx


y' = y*(x^2 + e^x)


y' - 2*x*y/(1+x^2) = 1 + x^2


y'' + 3*y' = 0


x*y'' - xy' + y = 0


y'' - 2y' = (x^2 + 1)*e^x


x*y'' - xy' + y = x^2 + 1


(x^2 - y^2)dx - 2xydy = 0


y'''' + y''' - 5y'' + y' - 6y = x*cos(x) + sin(x)


4y^3*y'' = y^4 - 1</br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br></br>

Differential Equations Steps – Version 7.0.3

(04-02-2020)
Weitere Versionen
Was ist neu* Add initial conditions (Cauchy)* Add custom keyboard toogle button

Es gibt noch keine Bewertungen oder Beurteilungen! Um die erste zu hinterlassen, installiere bitte

-
2 Reviews
5
4
3
2
1
Info Trust Icon
Garantiert gute AppDiese App hat die Sicherheitstests gegen Viren, Malware und andere Schadattacken bestanden und enthält keine Bedrohungen.

Differential Equations Steps – APK Informationen

APK Version: 7.0.3Paket: org.krapp.diffequals
Kompatibilität zu Android: 4.0.3 - 4.0.4+ (Ice Cream Sandwich)
Entwickler:Иван ПетуховDatenschutzrichtlinie:https://www.kontrolnaya-rabota.ru/s/android-privacy-policyBerechtigungen:4
Name: Differential Equations StepsGröße: 4 MBDownloads: 1KVersion : 7.0.3Erscheinungsdatum: 2023-12-23 17:53:45Min. Bildschirmgröße: SMALLUnterstützte CPU:
Paket-ID: org.krapp.diffequalsSHA1 Signatur: 2D:D1:36:B0:32:34:04:31:0C:A6:F1:21:29:C1:8D:FF:99:F5:FE:68Entwickler (CN): Ivan PetuhovOrganisation (O): kontrolnaya-rabota.ruOrt (L): YekaterinburgLand (C): RUBundesland/Stadt (ST): SvOblast

Neueste Version von Differential Equations Steps

7.0.3Trust Icon Versions
4/2/2020
1K Downloads4 MB Größe

Weitere Versionen

5.3.0Trust Icon Versions
11/6/2017
1K Downloads4 MB Größe
5.2.0Trust Icon Versions
7/12/2016
1K Downloads4 MB Größe
5.1.0Trust Icon Versions
22/9/2016
1K Downloads4 MB Größe
4.1.0Trust Icon Versions
30/8/2016
1K Downloads4 MB Größe
4.0.7Trust Icon Versions
10/8/2016
1K Downloads4 MB Größe
3.0.2Trust Icon Versions
13/7/2016
1K Downloads3.5 MB Größe

Apps in derselben Kategorie

Das könnte dir auch gefallen...