2020 ACJC P1 Q1

Timothy Gan

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2020 ACJC P1 Q1

(i)

Use the substitution $u=2x-1$ to find $\int{\frac{x}{\sqrt{1-{{\left( 2x-1 \right)}^{2}}}}\text{d}x}$.

[4]

(ii)

Hence find $\int{{{\sin }^{-1}}\left( 2x-1 \right)\text{d}x}$.

[2]

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H2 Math Tuition

Students Only

Our H2 Math Tuition includes

Question Bank with Video solutions to 1400+ questions
Online Portal
H2 Math Summary Notes
Structured Curriculum and Notes

100 Essential Topical Questions

Pure Math

Statistics

Inequalities
Graphing Techniques
Transformations of Graphs
Functions
APGP
Sigma Notation
Applications of Differentiation
Maclaurin and Power Series
Techniques of Integration
Applications of Integration
Differential Equations
Vectors
Complex Numbers
Parametric Equations

Permutation and Combinations
Probability
Discrete Random Variable
Binomial Distribution
Normal Distribution
Hypothesis Testing

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Published: 22nd February 2024

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Timothy Gan

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