Parabola with slope field.
This image consists of two graphs that visualize the slope field and corresponding solutions of the differential equation y′ = −ty. The graphs illustrate how initial values and slopes interact to generate solutions over time, using both slope segments and full solution curves.
Initial conditions, such as y(0) = 3, generate parabolic-like curves, making this an essential visual for differential equations and calculus concepts.
This illustration is ideal for use in calculus textbooks and online learning materials.
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