((k+2)/(4k))/((4k-1)/(2k))

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Solution for ((k+2)/(4k))/((4k-1)/(2k)) equation:


D( k )

(4*k-1)/(2*k) = 0

2*k = 0

4*k = 0

(4*k-1)/(2*k) = 0

(4*k-1)/(2*k) = 0

4*k-1 = 0 // + 1

4*k = 1 // : 4

k = 1/4

2*k = 0

2*k = 0

2*k = 0 // : 2

k = 0

4*k = 0

4*k = 0

4*k = 0 // : 4

k = 0

k in (-oo:0) U (0:1/4) U (1/4:+oo)

((k+2)/(4*k))/((4*k-1)/(2*k)) = 0

(2*k*(k+2))/(4*k*(4*k-1)) = 0

( 2*k )

2*k = 0 // : 2

k = 0

( k+2 )

k+2 = 0 // - 2

k = -2

k in { 0}

k = -2

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