Math Problem Statement

5.    Misalkan  adalah subset tak kosong dari  yang terbatas di bawah. Buktikan bahwa

Solution

Ask a new question for Free

By Image

Drop file here or Click Here to upload

Math Problem Analysis

Mathematical Concepts

Set Theory
Real Analysis
Bounded Sets

Formulas

-

Theorems

Supremum Theorem
Infimum Theorem

Suitable Grade Level

Undergraduate

Related Recommendation

Proof: Supremum of a Bounded Closed Set Belongs to the Set

Proof of Infimum in Real Analysis: Showing u = inf S

Infimum-Supremum Proof for Real Number Subsets

Proof of Supremum and Infimum in Real Number Sets X and Y

Proving Infimum of the Set A = {x ∈ R | ∃n ∈ N, x = 2 + 1/n}