http://prntscr.com/la3xkf
@Vocaloid @dude
yeah that should be it
how about this^ @Vocaloid
you'd have to solve each inequality and see which one gives you x < -0.5 as a result
C
correct?
yeah that's what i got too
any attempts to solve? as a hint start with 5x - 1 >= 9 and solve for x
x is 2
so its either A or B
remember we're not dealing with equal signs, we are dealing with inequalities 5x - 1 >= 9 gives us x>=2 so which is the only possible answer choice?
A
good
any ideas? you can generate one of the two inequalities by removing the absolute value sign
B?
good
any ideas? you need to split the inequality |x + 2.5| > 1.5 into its two components x + 2.5 > 1.5 and x + 2.5 < -1.5 and solve separately
A?
almost since we have a > symbol the circles need to be open, so B is the better option
any ideas? you just need to pick the point that's not within the blue part
D?
|dw:1540423625703:dw|
|dw:1540423631330:dw|
one question^
any attempts to solve 3x - 2y <= 6 for y?
can you try solving 3x - 2y <= 6 for y?
i didnt know how to type that lol
alright now can you try to find the graph that matches that solution? remember, since y >= the shading should be above the line
A?
hmm i think im not sure
remember, the shading needs to be above the line y = (3x/2) -3
D or B
getting there between B and D, which blue line matches the equation y = (3x/2) -3?
y = (3x/2) -3 has a positive slope between B and D which one has the positive slope?
D
good, so D is the only possibility.
kk
any ideas? just look at the dotted blue line and identify the slope and y-intercept
Well, she's offline but 1) What is your y-intercept? 2) What is your slope?
umm
Oh, hi there. (Anyway -- remember \(y=mx+b\))
Hello lol
C or D
negative 1 correct
I think its D
Slope is rise over run in the right-hand direction, so point 2 should be further right on the line than point 1:\[\large{m=\frac{y_2-y_1}{x_2-x_1}}\]
Ah, no... you got the slope backwards ^^'
B?
You said C or D lol
The y-intercept "b" in \(y=mx+b\) is still negative 1
Ohh I accidentally did it backwards its not 5/3 is 3/5
Yeah :) Good job
(btw if you have other questions, this thread is getting a little long ... please post a new question)
okay
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