Let and for all .
Show that in in measure and .
i could show that if in , .
but im stuck on showing if in , in measure. please help me on this. thank you.
Let and for all .
Show that in in measure and .
i could show that if in , .
but im stuck on showing if in , in measure. please help me on this. thank you.
Since in , we have . Let and . Then . So .
i got this far but i dont know how i can show . i am thinking that the given assumption can be used here but i dont know how i can use it. please help me .
i got this far but i dont know how i can show . i am thinking that the given assumption can be used here but i dont know how i can use it. please help me .
i got this far but i dont know how i can show . i am thinking that the given assumption can be used here but i dont know how i can use it. please help me .
i am not really sure but since for all , . otherwise this integral will not go to 0. can someone tell me if it is correct?