4n-3/53(n-1)/4

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Solution for 4n-3/53(n-1)/4 equation:


n in (-oo:+oo)

4*n-(3/5) < (3*(n-1))/4 // - (3*(n-1))/4

4*n-((3*(n-1))/4)-(3/5) < 0

(-3/4)*(n-1)+4*n-3/5 < 0

4*n-3/4*(n-1)-3/5 < 0

(-3/4*5*(n-1))/5+(4*5*n)/5-3/5 < 0

4*5*n-3/4*5*(n-1)-3 < 0

65/4*n-3+15/4 < 0

65/4*n+3/4 < 0

(65/4*n+3/4)/5 < 0

(65/4*n+3/4)/5 < 0 // * 5^2

5*(65/4*n+3/4) < 0

( 5 )

5 < 0

n belongs to the empty set

( 65/4*n+3/4 )

65/4*n+3/4 < 0 // - 3/4

65/4*n < -3/4 // : 65/4

n < -3/4/65/4

n < -3/65

(-oo:-3/65) (-3/65:+oo) 5 + + 65/4*n+3/4 - +

n in (-oo:-3/65)

(-oo:-3/65)

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