Respuesta :
Answer:
m = [tex]\frac{l}{v-u}[/tex]
Step-by-step explanation:
l = mv-mu (factor out m from mv and mu)
l = m(v-u) - (divide both sides by (v-u))
l/v-u =m
By subject, if you mean on the other side of the equals sign by itself, the steps might look something like this...
{rewriting it}
i = mv - mu
{factor out the m from the v and u}
i = m(v - u)
{divide both sides by m}
i / m = [m(v - u)] / m
{divide both sides by i}
(i / m) / i = (v - u) / i
{simplify this step}
1 / m = (v - u) / i
{invert for the answer}
m = i / (v - u)
{rewriting it}
i = mv - mu
{factor out the m from the v and u}
i = m(v - u)
{divide both sides by m}
i / m = [m(v - u)] / m
{divide both sides by i}
(i / m) / i = (v - u) / i
{simplify this step}
1 / m = (v - u) / i
{invert for the answer}
m = i / (v - u)
