We can get the length of each part by using a division operation. 

\(\begin{array}{l}\quad\,1\;1\;9\text{ cm} \\8\space\overline{)9\;5\;2\text{ cm}} \\-\underline{\;8\;} \\\quad1\;5 \\\;\,-\;\underline{\;8\;} \\\quad\;\;\;7\;2\\\;\;\,-\;\underline{7\;2} \\\quad\quad\;\;0\end{array}\)

But, the answer options are in metre and centimetre. So, we need to convert \(119\text{ cm}\) into \(\text{m}\) and \(\text{cm}\).

\(\begin{aligned} \quad\space119\text{ cm} &=100\text{ cm}+19\text{ cm}\\&=(100\div100)\text{ m}+19\text{ cm}\\&=1\text{ m }19\text{ cm}. \end{aligned}\)

From the calculation, 

\(952\text{ cm}\div 8=1\text{ m }19\text{ cm}\).

So, the length of each part of the table is \(1\text{ m }19\text{ cm}\).

Thus, the correct answer is B.

Untuk mendapatkan panjang bagi satu bahagian meja yang ditandakan adalah dengan menggunakan operasi bahagi.

\(\begin{array}{l}\quad\,1\;1\;9\text{ cm} \\8\space\overline{)9\;5\;2\text{ cm}} \\-\underline{\;8\;} \\\quad1\;5 \\\;\,-\;\underline{\;8\;} \\\quad\;\;\;7\;2\\\;\;\,-\;\underline{7\;2} \\\quad\quad\;\;0\end{array}\)

Namun pilihan jawapan adalah dalam meter dan sentimeter. Jadi, kita perlu menukar \(119\text{ cm}\) kepada \(\text{m}\) dan \(\text{cm}\).

\(\begin{aligned} \quad\space119\text{ cm} &=100\text{ cm}+19\text{ cm}\\&=(100\div100)\text{ m}+19\text{ cm}\\&=1\text{ m }19\text{ cm}. \end{aligned}\)

Daripada pengiraan,

\(952\text{ cm}\div 8=1\text{ m }19\text{ cm}\).

Jadi, panjang bagi satu bahagian meja adalah \(1\text{ m }19\text{ cm}\).

Oleh itu, jawapan yang betul ialah B.

We can get the length of each part by using a division operation. 

\(\begin{array}{l}\quad\,1\;1\;9\text{ cm} \\8\space\overline{)9\;5\;2\text{ cm}} \\-\underline{\;8\;} \\\quad1\;5 \\\;\,-\;\underline{\;8\;} \\\quad\;\;\;7\;2\\\;\;\,-\;\underline{7\;2} \\\quad\quad\;\;0\end{array}\)

But, the answer options are in metre and centimetre. So, we need to convert \(119\text{ cm}\) into \(\text{m}\) and \(\text{cm}\).

\(\begin{aligned} \quad\space119\text{ cm} &=100\text{ cm}+19\text{ cm}\\&=(100\div100)\text{ m}+19\text{ cm}\\&=1\text{ m }19\text{ cm}. \end{aligned}\)

From the calculation, 

\(952\text{ cm}\div 8=1\text{ m }19\text{ cm}\).

So, the length of each part of the table is \(1\text{ m }19\text{ cm}\).

Thus, the correct answer is B.