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Home > A-Level Further Maths > Pure > H: Hyperbolic Functions > AQA H6: Hyperbolic Identities
This is for the AQA compulsory content only (LINK):
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Proving "Double Angle" formulae
Proving "Double Angle" formulae
H6-01 Hyperbolic Identities: Prove sinh(2x)=2sinh(x)cosh(x)
H6-01 Hyperbolic Identities: Prove sinh(2x)=2sinh(x)cosh(x)
H6-02 Hyperbolic Identities: Prove cosh(2x)=cosh²(x)+sinh²(x)
H6-02 Hyperbolic Identities: Prove cosh(2x)=cosh²(x)+sinh²(x)
Using Identities
Using Identities
H6-03 Hyperbolic Identities: Solve 9sinh²(x)+3cosh(x)-101=0
H6-03 Hyperbolic Identities: Solve 9sinh²(x)+3cosh(x)-101=0
H6-04 Hyperbolic Identities: Proof & Equation
H6-04 Hyperbolic Identities: Proof & Equation
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