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June 2020 Paper 2 GCE A/L Further Mathematics - Introduction
June 2020 Paper 2 GCE A/L Further Mathematics: Introduction Topics
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1 - Introduction
: 0:01:47 mins
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2 - question1(recalls)
: 0:06:30 mins
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1 - Introduction
: 0:01:47 mins
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2 - question1(recalls)
: 0:06:30 mins
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3 - question1(solution)
: 0:09:11 mins
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4 - question2(recalls on how to solve)
: 0:05:21 mins
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5 - question2(complete solution)
: 0:09:07 mins
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6 - question3(recalls on how to solve)
: 0:02:29 mins
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7 - question3(solutions part 1)
: 0:12:08 mins
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8 - question3(solutions part 2)
: 0:05:10 mins
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Introduction
SOLUTION TO 2020 PAPER 2
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
revision
integrate 1/(x+2)^(1/2)
please who knows a good furthermaths text book for beginners???
June 2019 question 8
June 2019 question 8