5x-d/6 =2x a. d= 7/6x b. d = 7x c. d = – 7x d. d= -7/6x
Woops \[\large 5x - \frac{d}{6} = 2x\] Like that?
um. i think
Nope I tried it like that and it doesn't work lol
So I'm actually going to assume it is \[\large \frac{5x - d}{6} = 2x\]
what are you trying to do
solve the equation for D
So you would multiply both sides by 6 \[\large 5x - d = 12x\] Now subtract 5x from both sides of the equation \[\large -d = 7x\] And finally divide both sides by '-' \[\large d = -7x\]
ok
wait a sec wouldnt you multiply the 5x to both sides to get rid of 5x by the d
At what part? @Dmb1215
the first part 5x-d/6=2x -d/6=2x*5x
No...so we have \[\large \frac{5x - d}{6} = 2x\] The first thing you need to do is get rid of that fraction...because you cannot do anything with a fraction on 1 side... That is why I multiplied by 6...it cancels out the fraction... \[\large 5x - d = 12x \] Them it's just combining like terms....
ok
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