57:I[337510,["/_next/static/chunks/5ce2bb6be677ca67.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/3b7dadda58797030.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/3aa8114c454b5dfe.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/b7befcbfb28be241.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/2dac340ec7cfbe02.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/69d687c9f9514fda.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/ceefe2657f7f82fe.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/bf516a297bec0ef6.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/f934668a86f05d21.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq"],"PaywallOverlay"] 58:I[466382,["/_next/static/chunks/5ce2bb6be677ca67.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/3b7dadda58797030.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/3aa8114c454b5dfe.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/b7befcbfb28be241.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/2dac340ec7cfbe02.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/69d687c9f9514fda.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/ceefe2657f7f82fe.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/bf516a297bec0ef6.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq","/_next/static/chunks/f934668a86f05d21.js?dpl=dpl_DAWrKwHsera6kD1kbA4ti3kptkAq"],"FlashcardPlayer"] 59:T436,$f(x) = ax^2 + bx + c$ Grafen er en parabel. - $a > 0$: bunnpunkt (parabel åpner oppover) - $a < 0$: toppunkt (parabel åpner nedover) Topp-/bunnpunkt: $x = -\frac{b}{2a}$ Brukes i 2P for: - Kastkurver (f.eks. basketball) - Optimeringsproblemer (maks areal)

Flashcards: Funksjoner og modellering

Flashcards: Funksjoner og modellering