Let X=(6, 9] u{10,11,.} and A=(9,11,12} and metric defined on X as d(x.y) |x-yl (1) Find interior of A (2) Find limit points of A ( 3) Find open ball B(10,3) (4) explain if A is closed or not (5)...

Please explain the steps for the solution Let X=(6, 9] u{10,11,.} and A=(9,11,12} and metric defined on X as d(x.y) |x-yl (1) Find interior of A (2) Find limit points of A ( 3) Find open ball B(10,3) (4) explain if A is closed or not (5) explain if (A,d) is a complete subspace of (X,d)

Let X=(6, 9] u{10,11,.}<br>and A=(9,11,12} and metric<br>defined on X as d(x.y) |x-yl<br>(1) Find interior of A<br>(2) Find limit points of A<br>( 3) Find open ball B(10,3)<br>(4) explain if A is closed or<br>not<br>(5) explain if (A,d) is a<br>complete subspace of (X,d)<br>

Extracted text: Let X=(6, 9] u{10,11,.} and A=(9,11,12} and metric defined on X as d(x.y) |x-yl (1) Find interior of A (2) Find limit points of A ( 3) Find open ball B(10,3) (4) explain if A is closed or not (5) explain if (A,d) is a complete subspace of (X,d)

Jun 05, 2022

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Let X=(6, 9] u{10,11,.} and A=(9,11,12} and metric defined on X as d(x.y) |x-yl (1) Find interior of A (2) Find limit points of A ( 3) Find open ball B(10,3) (4) explain if A is closed or not (5)...

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