Can someone check my work please? Its Rearranging Equations.
try your #5 again
Okay. Anything else?
dunno, i just got to the end of reading the sideways one ...
ah ok
Uhm...I got the same answer for #5. Could you walk me through after you are done checking?
pfft, they are both sides ways ... You seem to be dividing off a +2x in #5 ,,, when there is no multiplication to be undone
500 = 2x + y, solve for y
you did the same mistake in #7
and #8
and #10
youve made the same mistakes in those problems
for example: 14 = 6 + 8 14/6 = 8 is wrong ...
instead of dividing, what should we have done?
OHHH!!!!! SUBTRACTION FOR THE WIN!!! Lemme get straight to work on that sir!
:)
Makes sense as to why I was like,"Those answers are weird."
So I think I got it.. #5= 500x-2x^2 #7= 108x^2-4x^3 #8=22x^3 #9= \[\frac{ 3w ^{2- w} }{ 2 }\]
That w is not a part of the exponent btw.. and Thats 10. not 9 lol
@amistre64 You there?
y = 500 -2x A = x(500-2x) good y = 108 - 4x V = x^2(108-4x) good 4xy = 100-2x^2 2xy = 50- x^2 y = 25/x -x/2 V = x^2(25/x - x/2) V = 25x - x^3/2 , rechk your #8
4wh = 3 - 2w^2 h = (3 - 2w^2)/w V = w^2 (3-2w^2)/w V = w (3-2w^2) rechk that one too #10
lost a 4 ...
Can't 50/2x=25x?
x^2(50/2x) = 25x yes but thats only part of it
Right. But in one or your steps for #8 you wrote 25/x. How did you get that? Could you walk me through number 8?
4xy = 100-2x^2 ; divide by 2, not needed but was something I did 2xy = 50- x^2 , divide by 2x and simplfy /2x /2x /2x -------------- y = 25/x -x/2 V = x^2(25/x - x/2) V = 25x - x^3/2 , rechk your #8
Seee!!!! U wrote 50/2x and made it equal to 25/x. Thats different from 25x.
i plugged y into V
lets ignore the simplification .... 4xy = 100-2x^2 ; divide by 4x y = (100-2x^2)/4x V = x^2(100-2x^2)/4x V = x(100-2x^2)/4
now when we simplify ... x(100-2x^2)/4 (100x-2x^3)/4 100x/4 - 2x^3/4 25x - x^3/2
I got lost..hm. Can I show you how I solved it?
HOLD UP. I GOT IT.
Except for the fact.
That I got a 25x^3
not a reg 25x
on number 10. Wouldn't that all be over 4?
@KingGeorge Could you confirm for me on number 10?
and 9. Cuz I am just completely rooted and stuck
Let's start with 10. You start with \[3=2w^2+4wh,\]and want to solve for \(h\). The first thing you need to do is \(\bf subtract\) \(2w^2\) instead of dividing. So that will get you \[3-2w^2=4wh.\]Following me so far? [If you divide you get \(3/(2w^2)=1+2h/w\)]
So long story short, #10 needs some fixing. But #9 looks correct to me.
Wait. So. hold on start with 9. I is correct, what would be the answer then? Cuz I got like 3 different ones from resolving. Is it the one on the screenshot?
and yes following you on number 10.
The one in the screenshot seems correct to me for 9. The next step in 10, is to divide by \(4w\). This will get you\[\frac{3-2w^2}{4w}=\frac{3}{4w}-\frac{w}{2}\]
ok.
Understood that..
So that's your equation for \(h\). Plug that in, and you get\[V=w^2\left(\frac{3}{4w}-\frac{w}{2}\right)=\frac{3w}{4}-\frac {w^3}2\]
I ended up with a w^3 at the end. not w^2
Did u cross stuff out?
I have a w^3 at the end, and not a w^2....
ohh ok! YESSSSS I GET IT!!! Although then..did Amistre mess up on #9?
I don't think amistre ever mentioned 9.
Oh i meant 8!!
What do u think on that one?
Cuz. I have seen different ways of solving :/
Join our real-time social learning platform and learn together with your friends!