ecuaciones
2
sin x= ∑ n=1 ∞ (−1 ) n−1 x 2 n−1 ( 2 n−1 ) ! cos x= ∑ n=0 ∞ (−1 ) n x 2 n ( 2 n) ! ∑ k=1 n ar k−1 = a ( 1−r n ) ( 1−r ) K a =¿¿ ( P + an 2 V 2 ) ( V −bn ) =nRT r=n 2 h 2 m e kZe 2 =n 2 a 0 Z E n =−R H ( 1 n 2 ) = −2.178 × 10 −18 n 2 joule ∫ cos ( ax ) dx = 1 a ln | tan ( ax 2 + π 4 ) | +c ∫ x n dx = x n +1 n+1 , ( n≠−1 )
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ecuaciones
Transcript of ecuaciones
sin x=∑n=1
∞ (−1)n−1 x2n−1
(2n−1) !
cos x=∑n=0
∞ (−1 )n x2n
(2n )!
∑k=1
n
ark−1= a (1−r n )(1−r )
Ka=¿¿
(P+ an2
V 2 ) (V−bn )=nRT
r=n2 h2
me kZe2=n2
a0Z
En=−RH( 1n2 )=−2.178×10−18
n2joule
∫cos (ax )dx=1aln|tan( ax2 + π
4 )|+c
∫ xndx= xn+1
n+1, (n≠−1 )
limn→e
f (x)g(x )
=limx→e
f ' (x)g '(x )
a=∑ y−b∑ xn
b=n∑ ( xy )−(∑ x ) (∑ y )
n∑ x2−(∑ x)2
