Find the Acceleration for the Given Position Vector$\vec { r } ( t ) = \left\langle \ln ( t ) , e ^ { t ^ { 2 } } , \ln \left( e ^ { t } \right) \right\rangle$

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Find the Acceleration for the Given Position Vector $\vec { r } ( t ) = \left\langle \ln ( t ) , e ^ { t ^ { 2 } } , \ln \left( e ^ { t } \right) \right\rangle$

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Find the Acceleration for the Given Position Vector r⃗(t)=⟨ln⁡(t),et2,ln⁡(et)⟩\vec { r } ( t ) = \left\langle \ln ( t ) , e ^ { t ^ { 2 } } , \ln \left( e ^ { t } \right) \right\rangler(t)=⟨ln(t),et2,ln(et)⟩

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Find the Acceleration for the Given Position Vector $\vec { r } ( t ) = \left\langle \ln ( t ) , e ^ { t ^ { 2 } } , \ln \left( e ^ { t } \right) \right\rangle$

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