A, B, C, D, A, B, C, D, When y>0, the slopes in the field should be negative, but they are shown as positive., When y=0, the equation predicts a slope of 0 (horizontal segments), but the slope field shows nonzero slopes along the t-axis., The slopes should increase as t increases, but the field shows they only depend on y., The slope field shows a vertical asymptote that is not present in the equation., The equation predicts a positive slope (dy/dt>0), but the field shows negative slopes., The equation predicts a slope of zero for all values of t, but the field shows changing slopes., The equation predicts a negative slope (dy/dt<0), but the slope field shows line segments with positive slopes., The slopes in the field are too steep compared to the constant −0.2., The equation results in a positive slope (dy/dt>0), but the slope field incorrectly shows segments with negative slopes., The slope field shows horizontal segments at y=1, which does not satisfy the equation., As y increases, the slopes should become flatter, but the field shows them becoming steeper., The slopes should depend on the value of t, but the field shows they are constant for each y.

7.4 Reasoning Using Slope Fields

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