Theorem M2: Burpose the topology space oneach space Xx & given by a ba

1.	Theorem M2: Burpose the topology space oneach space Xx & given by a basi Bu Acollection of all sets of the form I Bx whereB& E Bd for each & will serve as thebasis for the box to pology on Testthe collection of all sets of the same form.when where BatB fos finitely many.indexes d E B = Xd for all the remainingmany indexes, ne will serve as a basis forthe product topology TEXASen
Answer» Call your starting integern:n+(n+1)+(n+2)=1923n+3=1923n=189n=63So your integers are:63+64+65=192 n +( n+1) + ( n+2)=192; 3n + 3 = 192; 3n = 192-3=189; n= 189/3=63; n+(n+1)+(n+2)=1923n = 192-3=1893n+3=192n=189/3=63

Theorem M2: Burpose the topology space oneach space Xx & given by a basi Bu Acollection of all sets of the form I Bx whereB& E Bd for each & will serve as thebasis for the box to pology on Testthe collection of all sets of the same form.when where BatB fos finitely many.indexes d E B = Xd for all the remainingmany indexes, ne will serve as a basis forthe product topology TEXASen

Answer»

Call your starting integern:n+(n+1)+(n+2)=1923n+3=1923n=189n=63So your integers are:63+64+65=192

n +( n+1) + ( n+2)=192; 3n + 3 = 192; 3n = 192-3=189; n= 189/3=63;

n+(n+1)+(n+2)=1923n = 192-3=1893n+3=192n=189/3=63