see attachment please need help bad!
solve for m
You can multiply both sides of an equation by the same number and you won't change the equation. In this case, multiplying by 14 will rid you of that pesky fraction on the right side. 14(p) = 14 ((6n-5m)/14) or 14p = 6n - 5m Then you will want to isolate the m term etc. If you need help with that part, just ask.
um yes i do need help on that part
to solve for m we need to peel apart its protective layers .... start with the outermost element that is in the way ... that would be the 14
the 14 is held there by division; so to undo it, we multiply everything by 14 14(p) = 14(6n-5m)/14 ; the 14s on the right vanish into 1 and go away 14p = 6n -5m
got crosseyed there for a bit; its just a 6n :) let me edit that for you :)
now we got a nosey neighbor to deal with; that "6n" part needs to be sent packing; how do we undo a "+" number? by subtracting. Lets subtract 6n to both sides now 14p -6n = 6n-6n -5m 14p-6n = -5m thats better
are you solving this for m right?
oh ok got it! thanks
yes, im peeling away its m's protective layers so we can get it all by itself
You will probably want m to be positive at this point, so multiply everything through my -1 -1(14p-6n) = -1(-5m) 6n - 14p = 5m
for the last part; we got 140 -6n = -5 .... we need to get rid of that clingy -5; its held there by muliplication so we gotta divide to get rid of it. lets divide both sides by -5 (140-6n) -------- = -5m/-5 -5 (140-6n) -------- = m ... now m is all alone -5
Then divide both sides of the equation by 5 and you will have isolated m. (6n-14p)/5 = 5m/5 (6n-14p)/5 = m or m = (6n-14p)/5
thanks guys realllllly helpful!
youre welcome :)
No problem, and you got to see two different ways of handling the question which was kind of cool.
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