L15 - L15 Derivatives of Trigonometric Functions 0 lim...

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L15 – Derivatives of Trigonometric Functions lim θ 0 sin( θ ) = 0 lim θ 0 cos( θ ) = 1 1
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lim θ 0 sin( θ ) θ = 1 2
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lim θ 0 cos( θ ) - 1 θ = 0 Evaluate the limits: lim x 0 sin( x ) 1 - cos( x ) 3
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lim x 0 cos( x ) - 1 sec( x ) - 1 = lim x 0 tan( x ) 3 x lim x 0 sin 2 ( πx ) 3 x 2 lim x 0 sin(3 x ) tan(3 x ) 4
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lim x π 2 sin(cos( x )) cos( x ) lim x π 2 cos( x ) x - π 2 lim x π sin( x ) x - π 5
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f ( x ) = sin( x ) x < 0 cos( x ) - 1 x 0 Is f ( x ) continuous at x = 0? Is f ( x ) differentiable at
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L15 - L15 Derivatives of Trigonometric Functions 0 lim...

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