81(1)/(2)

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sqrt((25)/(81)-(1)/(9))=?(2)/(3)( b) (4)/(9)( c) (16)/(81) (d) (25)/(81)

Solve for x : (81)^((3)/(4))-((1)/(32))^(-(2)/(5))+x((1)/(2))^(-1).2^(0) = 27

sqrt([(12.1)^(2)-(8.1)^(2)]-:[(0.25)^(2)+(0.25)(19.95)])

((81)^(-2))^(1/4)=

If tan9^(@)=(p)/(q) , then the value of (sec^(2)81^(@))/(1+cot^(2)81^(@)) is

(1)/(4)xx sqrt ([(12.1)^(2)-(8.1)^(2)] div [(0.25)^(2)+(0.25)(19.95)]) .

Solve x if log_(81)3=(1)/(x^(2)) for x>0