Theory of Intelligence
12TH•Mathematics•Vector Valued Functions And Their Differentiations•Exercise 11.3

Introduction

Practice set 11.3 for Vector Valued Functions.

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Q1

Question 1

Find the velocity, acceleration, speed, and direction of motion of r(t)=2sin⁡ti^+3tj^\mathbf{r}(t) = 2\sin t\hat{i} + 3t\hat{j} at t=π2t = \dfrac{\pi}{2}. Interpret the results by describing the particle's motion at that instant, including how fast and in what direction it is moving, whether it is speeding up or slowing down, and how its path is curving.

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