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A Particle Is Traveling Along a Helix Whose Vector Equation r(t)=Rcosαt,Rsinαt,βt\mathbf { r } ( t ) = \langle R \cos \alpha t , R \sin \alpha t , \beta t \rangle

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A particle is traveling along a helix whose vector equation is given by r(t)=Rcosαt,Rsinαt,βt\mathbf { r } ( t ) = \langle R \cos \alpha t , R \sin \alpha t , \beta t \rangle . Show that its velocity and acceleration are orthogonal at all times.

Calculate and understand manufacturing cycle efficiency (MCE).
Calculate return on investment (ROI) and understand its implications.
Calculate and analyze residual income.
Understand the concept of minimum required rate of return.

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