What is Linf+C((\frac{n(k))/(100)-(f-1)}{fi}) ?

The solution to Linf+C((\frac{n(k))/(100)-(f-1)}{fi}) is Linf+(C(nk-100f+100))/(100fi)

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simplify Linf+C((\frac{n(k))/(100)-(f-1)}{fi})

simplify

L in f + C (\frac{\frac{n ( k )}{100} - ( f - 1 )}{f i})

L in f + \frac{C ( nk - 100 f + 100 )}{100 f i}

Solution steps

L in f + C (\frac{\frac{n ( k )}{100} - ( f - 1 )}{f i})

Simplify

C (\frac{\frac{n ( k )}{100} - ( f - 1 )}{f i}) : C \frac{\frac{nk}{100} - ( f - 1 )}{f i}

= L in f + C \frac{\frac{nk}{100} - ( f - 1 )}{f i}

Simplify

C \frac{\frac{nk}{100} - ( f - 1 )}{f i} : \frac{C ( nk - 100 f + 100 )}{100 f i}

= L in f + \frac{C ( nk - 100 f + 100 )}{100 f i}

\frac{2 x ^{- 4}}{3 x y}

(3 x^{3} - 4 y^{2})^{5}

\frac{20}{75}

55 \cdot 2

18 1^{2} - 1 9^{2}

What is Linf+C((\frac{n(k))/(100)-(f-1)}{fi}) ?
The solution to Linf+C((\frac{n(k))/(100)-(f-1)}{fi}) is Linf+(C(nk-100f+100))/(100fi)