(256a^16÷81b^4)^-3/4
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Answered by
78
(256a^16/81b^4)^-3/4
=> (81b^4/256a^16)^3/4
=> (3b/4a^4)^3 [(81b^4)^1/4 = 3b and (256a^16)^1/4 = 4a^4)]
=> 27b^3/64a^12 (ans)
Hope it helps you buddy.
Thank you.
=> (81b^4/256a^16)^3/4
=> (3b/4a^4)^3 [(81b^4)^1/4 = 3b and (256a^16)^1/4 = 4a^4)]
=> 27b^3/64a^12 (ans)
Hope it helps you buddy.
Thank you.
Answered by
40
Answer: (27b^3/64a^12)
Step-by-step explanation:
(256a^16/81b^4)^(-3/4)
To remove minus sign reciprocal the equation: (81b^4/256a^16)^3/4
Reduce it to its lowest term: (3b/4a^4)^3
Multiply the given equation by 3 : (27b^3/64a^12) (Ans)
Hope it helps you
Thank you
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