make v the subject of the formula z = v -1 / v
is it \[\large z=\frac{v-1}{v}\]?
yes
ok how would you solve \[\frac{v-1}{v}=7\]?
not sure. Z = v - 1 divided by v how do i get single v?
lets solve \[\frac{v-1}{v}=7\] first step one, multiply both sides by \(v\) and get \[v-1=7v\]
subtract \(v\) get \[-1=6v\] and so \[v=-\frac{1}{6}\]
those steps clear? because it will be identical steps for \[\frac{v-1}{v}=z\] except for one step of combining like terms which is easy with \(7v-v\)
so you make Z a number?
that is what i did to explain the steps your answer will have a z in it
thank you salellite! that makes sense now.
yw hope it is more clear than before it is still a bit complicated when you have to factor out a \(v\) to get your answer
could you help me solve 1 more question? john is twice as old as mary. 5 years ago he was 3 times as old. what is marys age now. i understand that J = 2M and J-5 = 3(m-5) but how to i factor out J/
you can replace \(j\) by \(2m\) and solve \[2m-5=3(m-5)\]and now there is no \(j\) in it
Oh! I see now. Cheers!
cheers!
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