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I. x = (216)^(1//3)" "II. Y...

I.` x = (216)^(1//3)" "II. Y^(3) +581 = 365`

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(0.216)^(1/3)

I. a^(2) + 72 = 108 II. b^(3) + 581 = 365

I. x^(3) = (root(3)(216))^(3)" " II. 6y^(2) = 150

I 3x^(2) + 4x + 1 = 0" "II. Y^(2) + 5y + 6 = 0

I. y^(2) + y - 1 = 4 - 2y - y^(2) II. x^(2)/2 - 3/2 x = x - 3

216x^3+(1)/(125)

I. 3x^(2) + 7x = 6 " " II. 6(2y^(2)+1) = 17 y

Show that: (i)27 ^(1/3)X\ 64 ^(1/3)=\ (27X 64) ^(1/3) (ii)(64X\ 729 )^(1/3)=\ 64 ^(1/3)X\ 729 ^(1/3) (iii) (-125 X\ 216 )^(1/3) = \ -125 ^(1/3) X \ 216 ^(1/3) (iv) (-125X-1000)^(1/3)=-125 ^(1/3)X\ -1000^(1/3)

I. x^(1//3) =6859 II. y^2=361