Consider the following group of differential equations
y´+y=F(x), where
F(x)= x2, x3,...,xn
F(x)= sen x
F(x)=...
Consider the following group of differential equations
y´+y=F(x), where
F(x)= x2, x3,...,xn
F(x)= sen x
F(x)= [x]
Resolve taking into account the above:
a. Find the solution for each of the differential equations
b. Discuss the trend approach between y (x) and f (x)
c. Describe characteristics of the pattern that constitutes the
expression of the solution y (x) and discuss it in the light of any
known method
Please help me to solve!
Let X = ( X1, X2, X3, ,,,, Xn ) is iid,
f(x, a, b) =...
Let X = ( X1, X2, X3, ,,,, Xn ) is iid,
f(x, a, b) = 1/ab * (x/a)^{(1-b)/b} 0 <= x <= a ,,,,, b
< 1
then,
Show the density of the statistic T = X(n) is given by
FX(n) (x) = n/ab * (x/a)^{n/(b-1}} for 0 <= x <=
a ; otherwise zero.
# using the following
P (X(n) < x ) = P (X1 < x, X2 < x, ,,,,,,,,, Xn < x
),
Then assume...