Kissing at the Inflection Point

WHAT IF WE KISSED AT THE F(X)=3X−8X−144 F(X)=8X−6 falling inflection point (1, 288) root (12) root (6) root (1) root (3) root (12) burning point. stationary point local maximum (1, 142) THE INFLECTION POINT OF THE FUNCTION F(X)=(X^3)−(3X^2)−144X+432

A mathematical graph is overlaid with the caption “WHAT IF WE KISSED AT THE INFLECTION POINT OF THE FUNCTION,” turning a technical calculus term into an awkwardly romantic invitation. The joke comes from treating a precise point on a function as a place for a kiss, making it useful as an absurd nerdy reaction. EN: A mathematical graph is overlaid with the caption “WHAT IF WE KISSED AT THE INFLECTION POINT OF THE FUNCTION,” turning a technical calculus term into an awkwardly romantic invitation. The joke comes from treating a precise point on a function as a place for a kiss, making it useful as an absurd nerdy reaction.

• @afrosidemoon / 33326 2020-10-28