Penjabaran yang benar dari (5p)5\left(5p\right)^5(5p)5 adalah ...
55p×55p×55p×55p×55p5^{5p}\times5^{5p}\times5^{5p}\times5^{5p}\times5^{5p}55p×55p×55p×55p×55p
55p×55^{5p}\times5^{ }55p×5
55×p×55×p×55×p×55×p×55×p5^5\times p\times5^5\times p\times5^5\times p\times5^5\times p\times5^5\times p55×p×55×p×55×p×55×p×55×p
5p×5p×5p×5p×5p5p\times5p\times5p\times5p\times5p5p×5p×5p×5p×5p
Ingat definisi perpangkatan:an=a×a×a×...×a ;a^n=a\times a\times a\times...\times a\ ;an=a×a×a×...×a ; dimana aaa sebanyak nnn.
Jadi (5p)5; a=5p dan n=5(5p)^5;\ a=5p\ dan\ n=5(5p)5; a=5p dan n=5 , maka (5p)5=5p×5p×5p×5p×5p\left(5p\right)^5=5p\times5p\times5p\times5p\times5p(5p)5=5p×5p×5p×5p×5p