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Calculus Integral Cross Section Volume Problem Model
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Are you a frustrated calculus teacher? Do you constantly find yourself on the verge of losing your tenure because your students just cannot grasp the concept of using integrals to find the volume of a shape made by using cross sections perpendicular to the x-axis between two curves? Do you just really love calculus and want a cool model of this concept?
Well look no further than the Calculus Integral Cross Section Volume Problem Model! This mouthful of a visual aid will solve all of your calculus class issues and fulfill your desire for a really big math paperweight. It fits in a 25x25x25cm cube (based on the size of the axes).
*This model was printed with a 1.0mm nozzle at 0.5mm layer height in order to maximize strength and speed, so tolerances may be different for traditional 0.4mm nozzles and 0.2mm layer heights.*
Well look no further than the Calculus Integral Cross Section Volume Problem Model! This mouthful of a visual aid will solve all of your calculus class issues and fulfill your desire for a really big math paperweight. It fits in a 25x25x25cm cube (based on the size of the axes).
*This model was printed with a 1.0mm nozzle at 0.5mm layer height in order to maximize strength and speed, so tolerances may be different for traditional 0.4mm nozzles and 0.2mm layer heights.*
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