2n 3n 7 41

2n 3n 7 41

Input
(2 n) (3 n)×7×41
Result
1722 n^2
Values
n | 1 | 2 | 3 | 4 | 5
1722 n^2 | 1722 | 6888 | 15498 | 27552 | 43050
Geometric figure
parabola
Root
n = 0
Polynomial discriminant
Delta = 0
Property as a function
even
Derivative
d/dn((2 n) (3 n)×7×41) = 3444 n
Indefinite integral
integral 1722 n^2 dn = 574 n^3 + constant
Global minimum
min{(2 n) (3 n) 7 41} = 0 at n = 0

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