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(1)/(15)x^(2)+(5)/(3)=(2)/(3)x...

(1)/(15)x^(2)+(5)/(3)=(2)/(3)x

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Solve :(2)/(5)x-(5)/(3)x=(1)/(15)

int ( sqrt ( 5 + x ^(2)))/( x ^(4)) dx is equal to a) (1)/(15) (1 + (5)/( x ^(2)) ) ^((3)/(2)) b) (-1)/( 15) (1 + ( 1)/( x ^(2))) ^((3)/(2)) +C c) (-1)/( 15) (1 + (5)/(x ^(2))) ^((3)/(2))+ C d) (1)/(15) (1 + (1)/( x ^(2))) ^((3)/(2)) +C

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Find x , if (2/5)^(-3)x\ (2/5)^(15)=(2/5)^(2+3x)

The equation is true for (12x+1)/(4)=(15x-1)/(5)+(2x-5)/(3x-1)