put this : -x + 3y = -6 into a slope - intercept form.
y = mx + c m = slope c = y intercept
ik the form, but i don't know how to put it in the form.
... what is slope ?
rearrange the equation into "y=..." then you can compare with the form
y = m ( -x ) + 3y ?
noooooo!!!!! you have y in the equation already dont you ? -x + 3y = -6 ^
rearrange that to get y equal something
do you know how to rearrange?
nope. not really :S
okay, i show you if we have 15x+3y=27 we can put x in the other side so we can have y on it own side without x we do this by doing the opposite to each side... for example +15x+3y=+27 yes? so if we do -15x+15x+3y=+27-15x you see what we do on one side we must on the other the -15x and +15x cancel giving 0 so we are left with 3y=+27-15x we can further simplify this by dividing by 3 giving us y=9-5x do you understand this?
yea... 80% got this :)
great, what dont you understand? (20%)?
we do this by doing the opposite to each side... for example +15x+3y=+27 yes? ( that part )
okay, the plus and minus cancel out, i only put them there for you to understand, what dont you understand about it?
ohhh ok nvm i got it.
Hello, @Rubie I just wanted to make sure the answer you got for your original problem was correct. Can you tell me what you ended up with? :)
y = ox + 16/3 ?
Okay, no. We have... -x + 3y = -6 We need it to look like: y = mx + b first
Can't we move our negative 'x' to the other side of the equal sign by adding it?
-x + 3y = -6 +x +x ------------ 3y = x - 6
so 3y = -6 + -x ?
ohhh
When you move something to the other side the sign changes. So positive would turn negative and a negative would turn positive.
oooo
Just remember I put the 'x' first since it must be in y = mX+b
ahh
3y = x - 6 Now I need to solve for the y. So I must divide by 3 on both sides everything gets divided by this 3 \[\frac{ 3y=x-6 }{ 3 }\]
\[y=\frac{ 1 }{ 3 }x-2\]
Do you understand? @Rubie
ohhh thanks for showing me step by step. I get a better visual abt it. thank you :)
can i ask a bit more to this ?
ok
:| can you identify and explain why ? a) How will the line move Left to Right? b) Steeper or Shallower than the Parent Function?
|dw:1353171115710:dw|So basically how would I graph this....
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