Long description: Block5fig7

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A graph of the function \(F(t)\) shows a triangular shape with a peak value of 4 at \(t=0\) over the interval from \(-4\) to \(4\).

Alt text: A graph of the function \(F(t)\) shows a triangular shape with a peak value of 4 at \(t=0\) over the interval from \(-4\) to \(4\).

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  • The horizontal axis represents the variable \(t\), and the vertical axis represents the function value \(F(t)\).
  • The graph is a continuous, piecewise linear function shaped like a triangle.
  • The function starts at \(F(-4) = 0\) and increases linearly to a peak value of \(F(0) = 4\).
  • The function then decreases linearly from \(F(0) = 4\) back down to \(F(4) = 0\).
  • The overall domain shown on the graph is from \(t=-4\) to \(t=4\).

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