Messages/Notifications
-
No notifications yet.
Further Complex Numbers - A/L Further Mathematics - Welcome To Class
Further Complex Numbers - A/L Further Mathematics: Introduction Topics
-
1 - Welcome To Class
: 0:03:44 mins
View PDF Notes
Take Quiz
Introduction
Comments
Instructors
-
MECHANICAL ENGINEER
-
public works Yaoundé
CONTINUATION
CONTINUATION
CONTINAUTION
CONTINUATION
CONTINUATION
CONTINUATION
CORRECTION FURTHER PURE MATHS 2021 MARCH NORTH WEST REGIONAL MOCK
Hello guys. Greetings and hope your doing great.
Question:
Show that^{(n-1)}dx "I_m,n=\int_{0}^{1}(1-x^m)^{(n-1)}dx")
thenI_m,n=mnI_{m,n-1} "(mn+1)I_m,n=mnI_{m,n-1}")
Find also the value of