What is factor vyln(vy)-vyln(y) ?

The solution to factor vyln(vy)-vyln(y) is vyln(v)

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factor vyln(vy)-vyln(y)

factor

v y ln (v y) - v y ln (y)

v y ln (v)

Solution steps

v y ln (v y) - v y ln (y)

Factor out common term

y v

= y v (ln (v y) - ln (y))

ln (v y) - ln (y) = ln (v)

= v y ln (v)

\frac{500 ia l}{499 ia l}

28 + a^{2} - 119

a x + a y - a z + b x + b y - b z - c x - cy + cz

\frac{- x}{x}

x^{4} - (2 cos (x))

What is factor vyln(vy)-vyln(y) ?
The solution to factor vyln(vy)-vyln(y) is vyln(v)