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Bhaskara 2
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| ;; Uma equação de segundo grau segue a forma ax² + bx + c | |
| ;; Então, em x² - x - 2c = 0 teríamos | |
| ;; a = 1 | |
| ;; b = -1 | |
| ;; c = -2 | |
| ;; Então vamos invocar a função com (bhaskara 1 -1 2) | |
| ;; e vamos receber um array com os valores possiveis de x | |
| (defn bhaskara [a b c] | |
| (let [menos-b (- b) | |
| b-quadrado (* b b) | |
| delta (Math/sqrt (- b-quadrado (* 4 a c))) | |
| denominador (* 2 a) | |
| x1 (/ (+ menos-b delta) denominador) | |
| x2 (/ (- menos-b delta) denominador)] | |
| [x1 x2])) | |
| (bhaskara 1 -1 -2) | |
| ; [2.0, -1.0] |
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