Homework Statement
f(t) = {0, if t<4 and (t-3)^3 if t\geq4
The Attempt at a Solution
I feel like its pretty basic but i can't get it down
I have u(t-4)(t-4)^3
Can i change it to u(t-4)^4?
Then do i multiply it out and take the laplace?
If someone can work it out for me that would...
i know! its so frustrating because my math teacher uses his own notation which is extremely dificult to decipher cause the book he assigned is different, and the internt has been consistently different!
(i actually got it before I saw you posted but thanks for the reassurance!)
Alright I figured it out i think.
Let B \subseteq U
Set B = {b} and U = {P(B), u}
P(B) = {empty set, {b}}
P(U) = {empty set, {empty set, {b}}, {u}, {{empty set, {b}}, u}}
Then i figured It was asking for the elements that are in set U that arent in set B
P(B^{c}_{U}) = {empty set...
my actual problem is to let B be a subset of the set U and prove
P(B^{C}_{U}) \neq (P(B))^{C}_{P(U)}
but I am confused on the scripts and not quite sure what they are wanting me to do
i have Let B \subseteq U where B = {b} and U = {B}
I know P(B) = {empty set, {b}} and P(U) = {empty...