a) \(\overline{ab}.101=\overline{ab}.\left(100+1\right)\)

\(=\overline{ab}.100+\overline{ab}\)

\(=\overline{ab00}+\overline{ab}\)

\(=\overline{abab}\)

b) \(\overline{abc}.7.11.13=\overline{ab}.1001\)

\(=\overline{ab}.\left(1000+1\right)\)

\(=\overline{ab}.1000+\overline{ab}\)

\(=\overline{ab000}+\overline{ab}\)

\(=\overline{ab0ab}\)

a, \(\overline{abab}\)

b, \(\overline{abc}.1001=\overline{abcabc}\)

ab.101 = ab.(100 + 1) = ab.100 + ab = ab00 + ab = abab

A) ab.101=ab

B) abc. 7 .11.13=abcabc

k mình nha

a, ab.101=abab

b, abc.7.11.13=abc.1001=abcabc

ab . 101 = abab

abc . 7 . 11 . 13  = abc . 1001 = abcabc

a. ab.101=abab

b. abc.7.11.13=abc.1001=abcabc

pé pun

a﴿ ab x 101 = ab x ﴾100 + 1﴿

= ab x 100 + ab x 1

= ab00 + ab

= abab

b﴿ abc x 7 x 11 x 13

= abc x 1001

= abc x ﴾1000 + 1﴿

= abc x 1000 + abc x 1

= abc000 + abc

= abcabc

ab x 101 = ab x ( 100 + 1 ) 

= ab x 100 + ab x 1

= ab00 + ab

= abab

b ) abc x 7 x 11 x 13 = abc x 1001

abc x ( 1000 + 1 )

= abc x 1000 + ab x 1

= abc000 + abc = abcabc

ab x 101 = ab x ( 100 + 1 ) 

= ab x 100 + ab x 1

= ab00 + ab

= abab

b ) abc x 7 x 11 x 13 = abc x 1001

abc x ( 1000 + 1 )

= abc x 1000 + ab x 1

= abc000 + abc = abcabc

cảm ơn nha