535/y

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Solution for 535/y equation:


D( y )

y = 0

y = 0

y = 0

y in (-oo:0) U (0:+oo)

5 > 35/y // - 35/y

5-(35/y) > 0

5-35*y^-1 > 0

-35*y^-1 > -5

-35*y^-1 > -5 // * -1

35*y^-1 < 5

35*y^-1 < 5 // : 35

y^-1 < 5/35

y^-1 < 1/7

1/(y^1) < 1/7

y <> 0

1/(y^1) < 1/7 // * y^2

(y^2)/(y^1) < 1/7*y^2

y^1 < 1/7*y^2

y-1/7*y^2 < 0

y^1*(1-1/7*y) < 0

y < 0

-(abs(y))^1*(1/7*(abs(y))^1+1) < 0 // : -(abs(y))^1

1/7*(abs(y))^1+1 > 0

1/7*(abs(y))^1 > -1 // : 1/7

(abs(y))^1 > -1/1/7

(abs(y))^1 > -7 // ^ 1/1

abs(y) > (-7)^(1/1)

abs(y) > -7

y in (-oo:0)

y < 0

y > 0

y^1*(1-(1/7*y^1)) < 0 // : y^1

1-(1/7*y^1) < 0

1 < 1/7*y^1 // : 1/7

1/1/7 < y^1 // ^ 1/1

(1/1/7)^(1/1) < y

y in (7:+oo)

y > 0

y in (-oo:0) U (7:+oo)

y in (-oo:0) U (7:+oo)

(-oo:0) U (7:+oo)

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