Further integration 2

🇺🇸 United States
Multimedia E-Learning Education System (MELES)  | 
24
ASO score
Text
33/100
Reviews
0/100
Graphic
40/100
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0/100
rating
App Rating
4.5
rating
Votes
1.67K
rating
App Age
5y 6m
rating
Last Update
Oct 31, 2023
rating
iAP
$0.99 - 2.99

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Current App
Category Top Average
Difference
Installs
7.9K
42.3M
-100%
Rating
4.42
4.53
-2%
Number of Ratings (Voted)
480
112.4M
-100%
App Age
5y 6m
7y 10m
-30%
In-app Purchases Price
$2
$123
-98 %
Update Frequency
788d
45d
+1 669%
Title Length
21
27
-22%
Short Description Length
70
71
-1%
Description Length
594
3 190
-81%
Number of Screenshots
2096
1343
+56 %
Has Video?
No
0% has videos
Size
0MB
0MB

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Text ASO

Title (
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Further integration 2
Short Description (
Characters: 70 of 80
)
Teach yourself A-Level Pure Mathematics with this simplified textbook.
Description (
Characters: 594 of 4000
)
Featured sub-topics: - Integration by parts - Integration by parts with limits - Taking dv/dx as 1 - Integration by parts more than once - Integration by parts where the original integral appears again - Change of variable t = tan(ˣ/₂) - Change of variable t = tan(x) - Splitting the numerator Simplified explanations, plus extra side notes with even more explanation! Over 30 examples per chapter with step by step working. Past paper examination questions at the end of each chapter. Check out more Pure Math Chapters here: https://play.google.com/store/apps/dev?id=5483822138681734875}
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Rating
4.5
1 673 voters

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Additional Information
Rating:
4.48
Voted: 1.67K
Google Play Link:
Website:
Email:
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Categories: Education
Size: -
iAP: 0.99 - 2.99 $
Installs: 7.86K
App Age: 5 years 6 months
Release Date: Jun 21, 2020
Last Update: Oct 31, 2023
Version: 5.2
Version history
5.2
Oct 31, 2023
Optimized for Android 14
4.0
Sep 12, 2021
All-new user interface with Auto-hiding Toolbars and Page-flip Animation!<br>ALL OUR PREMIUM APPS ARE NOW 100% FREE!<br>✸ Integration by parts<br>✸ Integration by parts with limits<br>✸ Taking dv/dx as 1<br>✸ Integration by parts more than once<br>✸ Integration by parts where the original integral appears again<br>✸ Change of variable t = tan(ˣ/₂)<br>✸ Change of variable t = tan(x)<br>✸ Splitting the numerator
Version history