simplify (3‐¹×3‐²)÷3‐³
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a^n × a^m = a^n +m
a^n × a^m = a^n +m 3^-1 × 3^-2 = 3^(-1 -2 )
a^n × a^m = a^n +m 3^-1 × 3^-2 = 3^(-1 -2 ) = 3^-3
a^n × a^m = a^n +m 3^-1 × 3^-2 = 3^(-1 -2 ) = 3^-3 3^-3 ÷ 3^-3 = 1
Hence , (3‐¹×3‐²)÷3‐³ = 1
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Answer:
aⁿ × aᵐ = aⁿ + ᵐ
= (3-¹ × 3-²) ÷ 3-³
= (3-³) ÷ 3-³
= 3-³ ÷ 3-³
= 1
answer of (3‐¹×3‐²)÷3‐³ is 1 .
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