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Year 11 Methods (Unit 1 & 2) Applications Of Differentiation Of Polynomials

Applications Of Differentiation To Kinematics

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Questions
Question 1
193960
A particle moves in a straight line so that its position after \(t\) seconds is \(x=t^2+4t\), where \(x\) is in metres. Find the particle's velocity \(v=\dfrac{dx}{dt}\).
\(v=2t+4\)

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