-12x-5=10-7x the answer the book gives is -3. I am not sure how they are getting it.
12x -5 = 10 - 7x 12x + 7x = 10 + 5 19x = 15/19 x= 19/15 = 1 full and 4/15
12x - 5 = 10 - 7x 12x + 7x = 10 + 5 19x = 15 19/15 = x
-12x-5=10-7x try this
hmmm.... How is 15/19 equal 19/15?
The thing is is that it isn't. Also you might want to get the asker involved instead of just providing all the works. Thanks.
The book is wrong if that is the right problem you have written.
Myininaya is right. If the book has given you the answer -3, it is wrong. Talk to your teacher about the error.
ill repost this seeing how it was completely ignored -12x-5=10-7x try this missing a negative sign
you are correct. the correct equation is -12x-5=10-7x. The book gives and answer of -3, I still do not understand how they got that answer.
alright then, the objective here is to isolate x so its alone on one side we want to move the terms with x over to one side, in otherwords, get rid of the x term from one side this can be accomplished if we add 12x to both sides of the equation what happens is +12x -12x =0, so the x term cancels out on the left side then you just combine and simplify like terms on the right -12x-5=10-7x -12x+12x-5=10-7x+12x -5=10 (-7x+12x)
now we want to move all the constant terms over to the other side of the variable terms, @mdgracia any ideas how you would do this?
subtract the -5 from each side?
try again if we subtracted 5 from both sides -5=10 -7x+12x -5-5=10-5 -7x+12x we would get -10=5 -7x+12x
we want to remove the constant from the side with the variable what constant is on the side of the variables?
so bring the 10 over to the left side.
yes and how would you do that?
add 10 to both sides?
close but no we have a 10 on the right side if we added 10 to both sides, 10+10=20 if you dont add, you ___?
subtract
ok, -5=10 -7x+12x -5=10+5x i want you to subtract 10 from both sides,then write out the result
then I have -15=5x, divide by the 5x and get -3. right?
no, you're solving for x so you want isolate x so its alone without any multiples in other words, you want to turn 5x into x what do you have to do? If you divided by 5x on both sides ( you always need to do it to both sides otherwise the equation will not be balanced) -15/5x=5x/5x \[\frac{-3}{x}=1\] does look right does it?
Yeah, I did it on both sides. Thanks for walking me through it. I hate math and I am going back and trying to fill in the gaps in my knowledge so I can get better at it.
the last step would just be dividing 5 from both sides of the equation not dividing 5x you will then get x=-3 the equation "x=-3" is your answer, not "-3"
That is what I wrote. It is like learning a new language for me. Thanks for the help.
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