We have . Now add a to both sides; which gives . Now minus an from both sides; which yields .
Hope this helps.
I have lots of homework due for tomorrow unfortunatlyy
And i've done half of what we're supposed to do, which is some of it, it's
2(5+2x) = 17
and my teahcer taught me to times the 2 to the 5 and the 2
which gives me
then to do the same both sides by taking 10
so 4x = 7
then to divide both sides by 4 to give me the answer x=1.75 (hopefully, did that bit on a calculator)
Annnnnnnnyways....now i got like loads more to do, but they are different, and i don't understand how to work them out...the first and easiest one is
2x - 1 = x + 3
I really don't understand it...i really don't understand maths.
Can anyone help? Atall?
Thankss if you can and willl....i will love you =D
by the way, not feeling the neon-green font. we're not all as young as you, please be considerate of our (perhaps poor) eyesight
we have 2x - 1 = x + 3
we know that our objective is to get x = something, right? so to do that, we want to get all the x's to one side and everything else to the other side. so first, choose what side you want to get x on. i choose the left, since i have more x's over there to begin with. why move a lot of people when i can move a little, right?
so ok, i want to get all x's on the left. but there is an x on the right, how do i get rid of it? i see that i have a +x on the right, that is, it is adding. i need to perform the opposite operation on both sides, that means i have to subtract x from both sides. so do that, we get
2x - 1 - x = x + 3 - x
now, remember, we can add in any order, so i can do the 2x - x on the left, this leaves me with 1x, right, but we don't write the 1, that is awkward, so just write x. on the right, we have x - x, which gives me zero x's left. so we have successfully gotten rid of the x on the right. thus we have
x - 1 = 3 ...................., with me so far? hold on, we're not done
i see that there is a -1 on the left. i only want x's on the left, this is unacceptable. so i have to get rid of -1. again, i do this by performing its opposite operation on both sides. since the 1 is being subtracted, i must add 1 to both sides. thus we get
x - 1 + 1 = 3 + 1
the -1 + 1 = 0, so i am only left with x on the left, and the 3 + 1 = 4 on the right, thus we end up with
x = 4