(p-5)(4+2/3p)(p^2-25/49)

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Solution for (p-5)(4+2/3p)(p^2-25/49) equation: 


p in (-oo:+oo)

(p-5)*((2/3)*p+4)*(p^2-(25/49)) = 0

(p-5)*((2/3)*p+4)*(p^2-25/49) = 0

(p-5)*(2/3*p+4)*(p^2-25/49) = 0

( 2/3*p+4 )

2/3*p+4 = 0 // - 4

2/3*p = -4 // : 2/3

p = -4/2/3

p = -6

( p-5 )

p-5 = 0 // + 5

p = 5

( p^2-25/49 )

1*p^2 = 25/49 // : 1

p^2 = 25/49

p^2 = 25/49 // ^ 1/2

abs(p) = 5/7

p = 5/7 or p = -5/7

p in { -6, 5, 5/7, -5/7 }

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