Can I rewrite 2x=4+z as z=4-2x???
Nope... z = 2x - 4
no ,because
hmmm why is the 4 become negative if it is already after the = sign
*does
but the 4 is already after the = sign, why does the sign change?
only the z and 2x swap sides
the 4 is always left of the = sign though
not really
=4 -4= ?????
What grade are you, Chrissy?
year 8 uk school
yeah i know
how can the -4 still be negative even though its moved
that goes against everything I have learnt thus far
Alright but I think understanding these things by moving the variable is not much of intuitive and may cause confusion in new learners. So my attempt would be to proceed in the follow way: You have \[2x=4+z\] and now you want to isolate z so you have to get rid of 4 from the right hand side .. we can do do this my subtracting 4 from the RHS but to preserve the equation you also need to subtract 4 from LHS so . \[2x-4=4+z-4 \Rightarrow 2x-4=z\] Hence your answer.
@Hollywood_chrissy:Don't move things just read my answer and let me know if you didn't understand :)
I could kiss you @ foolformaths, @ diyadiya thank you for your patience with me.
Thanks,and glad to help .. you may try to kiss me but I think my gf is not gonna like it :P :D
I understand from linear equations that what you do to one side you must do to the other, so foolformaths you made perfect sense.
@Diya: Moving things gets more messy when dealing with inequalities
I am sure it is we all have a complex brain to program anything and everything ;) :D
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