Question
Suppose a curve is given by the parametric equations $x=f(t)$ $y=g(t),$ where the range of $f$ is $[1,4]$ and the range of $g$ is $[2, 3]$. What can you say about the curve?
Step 1
The range of $f$ is $[1,4]$ and the range of $g$ is $[2, 3]$. This means that the values of $x$ can vary from 1 to 4 and the values of $y$ can vary from 2 to 3. Show more…
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Suppose a curve is a given by the parametric equations $ x = f(t) $, $ y = g(t) $, where the range of $ f $ is $ [1, 4] $ and the range of $ g $ is $ [2, 3] $. What can you say about the curve?
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Suppose a curve is given by the parametric equations x = f(t), y = g(t), where the range of f is [1, 4] and the range of g is [2, 3]. What can you say about the curve?
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