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LOGARITMOS
LOGARITMO NATURAL
>> x=100;
>> result=log(x)
result = 4.6052
> x=7654;
>> result=log(x)
result = 8.9430
LOGARITMO EN BASE 10
x = 100
>> result= log10(x)
result = 2
x=3456;
>> result=log10(x)
result = 3.5386
LOGARITMO DE x EN BASE B
> x=100;
>> b=2;
>> result=log(x)/log(b)
result = 6.6439
>> x=324;
>> b=5;
>> result=log(x)/log(b)
result = 3.5918
DERIVADAS
x=5
x = 5
>> h=6
h = 6
>> F=(x+h)
F = 11
>> FX=F-x/h
FX = 10.167
x=20
x = 20
>> h=30
h = 30
>> F=x+h
F = 50
>> fx=F-x/h
fx = 49.333
x = 234
>> h=567
h = 567
>> F=h+x
F = 801
>> FX=F-x/h
FX = 800.59
EXPONENETES
>> result = 2^3
result = 8
>> result= 5^3
result = 125
>> result = 2^9
result = 512
>> result = 530^3
result = 1.4888e+08
RAIZ
RAIZ CUADRADA
>> x=16;
>> result=sqrt(x)
result = 4
>> x=25;
>> result=sqrt(x)
result = 5
>> x=125;
>> result=sqrt(x)
result = 11.180
RAIZ CUBICA
x=27;
>> n=3;
>> result=x^(1/n)
result = 3
>> x=45
x = 45
>> x=45;
>> n=3;
>> result=x^(1/n)
result = 3.5569
>> x=56;
>> n=5;
>> result=x^(1/n)
result = 2.2369
Raiz n-enésima
x=16;
>> n=10;
>> result=nthroot(x, n)
result = 1.3195
>> x=30;
>> n=5;
>> result=nthroot(x, n)
result = 1.9744
INTEGRALES
Integral numérica utilizando el método de trapecio
x = [0, 1, 2, 3, 4];
>> f = [0, 1, 4, 9, 16];
>> integral = trapz(x, f)
integral = 22
>> x = [0, 6, 5, 8];
>> f = [3, 5, 9, 9];
>> integral = trapz(x, f)
integral = 44
INTEGRALES DEFINIDAS
f=x^2*y+sin(y);
>> df_dx=diff(f,y);
>> disp(df_dx)
2
x + cos(y)
f=x^2*y+sin(y);
>> df_dx=diff(f,y);
>> disp(df_dy)
2
x + cos(y)
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