Jawab:
Ibu tikus dan Ibu Ratna akan bertemu di pasar 72 hari lagi
Penjelasan dengan langkah-langkah:
Menggunakan KPK dari 8 dan 9
[tex]\begin{aligned}&~~~{\sf{8}}~~~~~~~~~~{\sf{9}}\\&~\bigwedge~~~~~~~\bigwedge\\&~{\sf{2~~~4}}~~~~~{\sf{3~~~3}}\\&~~~~\bigwedge\\&~~~~{\sf{2~~~2}}\end{aligned}[/tex]
┄
Sehingga
[tex]\begin{aligned}{\sf{8}}&={\sf{2\times2\times2}}\\&={\sf{2^3}}\\{\sf{9}}&={\sf{3\times3}}\\&={\sf{3^2}}\end{aligned}\\\begin{aligned}{\sf{KPK}}&={\sf{2^3\times3^2}}\\&={\sf{2^3\times3^2}}\\&={\sf{8\times9}}\\&={\sf{72}}\end{aligned}[/tex]
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Jawab:
Ibu tikus dan Ibu Ratna akan bertemu di pasar 72 hari lagi
Penjelasan dengan langkah-langkah:
Menggunakan KPK dari 8 dan 9
[tex]\begin{aligned}&~~~{\sf{8}}~~~~~~~~~~{\sf{9}}\\&~\bigwedge~~~~~~~\bigwedge\\&~{\sf{2~~~4}}~~~~~{\sf{3~~~3}}\\&~~~~\bigwedge\\&~~~~{\sf{2~~~2}}\end{aligned}[/tex]
┄
Sehingga
[tex]\begin{aligned}{\sf{8}}&={\sf{2\times2\times2}}\\&={\sf{2^3}}\\{\sf{9}}&={\sf{3\times3}}\\&={\sf{3^2}}\end{aligned}\\\begin{aligned}{\sf{KPK}}&={\sf{2^3\times3^2}}\\&={\sf{2^3\times3^2}}\\&={\sf{8\times9}}\\&={\sf{72}}\end{aligned}[/tex]