b-¹ × b⁰ × b / b-² × b-¹ × b⁰
= b-¹(1b)/b-²(b(1)
= 1/b-² + ¹
= 1/b-¹
= b¹/1
= b¹
= b
[tex]\boxed { \color{cyan} \mathcal{INFINITE \: WORLD}}[/tex]
Eksponen
b-¹×b⁰×b/b-²×b-¹×b⁰
= b-¹+⁰+¹/b-²+-¹+⁰
= b-¹+¹/b-¹+⁰
= b¹/b-¹
= b/b-¹
= b/b⁰
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Verified answer
b-¹ × b⁰ × b / b-² × b-¹ × b⁰
= b-¹(1b)/b-²(b(1)
= 1/b-² + ¹
= 1/b-¹
= b¹/1
= b¹
= b
[tex]\boxed { \color{cyan} \mathcal{INFINITE \: WORLD}}[/tex]
Eksponen
b-¹×b⁰×b/b-²×b-¹×b⁰
= b-¹+⁰+¹/b-²+-¹+⁰
= b-¹+¹/b-¹+⁰
= b¹/b-¹
= b/b-¹
= b/b⁰
= b