Vector-Valued Function From Components

Question

The vector-valued function $$p(t)=\langle x(t), y(t) \rangle$$ models the position of a particle at time $$t$$. The table below defines the component functions, $$x(t)$$ and $$y(t)$$. Which of the following is the function $$p(t)$$?

t | x(t)    | y(t)
--|---------|---------
0 | 2*0+1   | 3*0-2
? | ...     | ...

Accepted Answer

$$p(t)=\langle 2*t+1,3*t-2\rangle$$

Answer

$$p(t)=\langle 2*(t+1),3*(t-2)\rangle$$

Answer

$$p(t)=\langle 2*t-1,3*t+2\rangle$$

Answer

$$p(t)=\langle 3*t-2,2*t+1\rangle$$

Vector-Valued Function From Components

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