1.2.15. Suppose S is an uncountable set. Is it possible that P({s}) = 0 for every...
1.2.15. Suppose S is an uncountable set. Is it possible that P({s}) = 0 for every single s ∈ S? Why or why not?
Homework Answers
Let S be set of all real numbers from minus infinity to positive infinity.
So probability of having a intezer in that infinite uncountable number of elements is 1/infinity
That is zero..
So it is possible to have that probability be 0
Thanks
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1.2.15. Suppose S is an uncountable set. Is it possible that P({s}) = 0 for every...
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1.2.14. Suppose S is a finite or countable set. Is it possible that P({s}) = 0 for every single s ∈ S? Why or why not?
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(Real Analysis) Please prove for p=3 case with details. Cantor set and Cantor ternary function Properties of Ck o C is closed Proposition 19 C is closed, uncountable, m(C) 0 p-nary expansion Let r...
(Real Analysis)
Please prove for p=3 case with details.
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Let p be a prime >0. Prove that 12,23 (21) gives a set of different remainders modulus p. Also prove that for every number a with pla, a is congruent to one and only one of the element in the...
Let p be a prime >0. Prove that 12,23 (21) gives a set of different remainders modulus p. Also prove that for every number a with pla, a is congruent to one and only one of the element in the previous set.
Let p be a prime >0. Prove that 12,23 (21) gives a set of different remainders modulus p. Also prove that for every number a with pla, a is congruent to one and only one of the element...
Let S the set of all points x+0 of RAn. Suppose that r=1x11 and be f a vector field defined in S by the equation f(...
Let S the set of all points x+0 of RAn. Suppose that r=1x11 and be f a vector field defined in S by the equation f(x)=r^px Being p a real constant. Find a potencial function for f in S
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Exercise 3.2.12. Let A be an uncountable set and let B be the set of real numbers that divides A into two uncountable sets; that is, s E B if both {{ : 2 € A and r < s} and {x : x € A and x > s} are uncountable. Show B is nonempty and open. T
(Real Analysis)
Please prove for p=3 case with details.
Cantor set and Cantor ternary function Properties of Ck o C is closed Proposition 19 C is closed, uncountable, m(C) 0 p-nary expansion Let r E (0,1) and p a natural number with p as 1. Then r can be written where a e (0,1,2.. ,p-1) r- p" Proof for p 3 case: HW 36 Cantor set and Cantor ternary function Unique expression when p 3 x E (0, 1), p-3...
, In a standard set of double-six dominoes, there is exactly one domino for every possible (unordered) pair of numbers from 0 to 6 (including doubles, i.e. a domino with two fives.) A "hand" of dominoes is another word for a set of dominoes. (a) How many dominoes are there (show your work)? (b) How many five-domino hands are there? (c) How many five-domino hands contain no domino with a 0? (d) How many five-domino hands contain at least one...
Let p be a prime >0. Prove that 12,23 (21) gives a set of different remainders modulus p. Also prove that for every number a with pla, a is congruent to one and only one of the element in the previous set.
Let p be a prime >0. Prove that 12,23 (21) gives a set of different remainders modulus p. Also prove that for every number a with pla, a is congruent to one and only one of the element...
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