The solution to which inequality is shown?
looks like \(x\geq -1\) if your variable is \(x\)
4?
\[X \le -1\]
never mind it needs to be greater than or equal to -1
well, 4 is certainly bigger than -1, but then again so is 1, 2, 3, \(\pi\) etc
yeah i know its just a mater of finding what number fits best
a y+5 less than or equal to 4 b y+5 less than 4 c y+5 greater than or equal to 4 d y+5 greater than 4
A. \[y+5 \le 4\] B. \[y+5 < 4\] C. \[y+5 \ge 4\] D. \[y+5>4\] Just listing the equations.
go with D
are you sure?
I would go woth C y + 5 >= 4 y >= 4 - 5 y >= -1 .........solid circle on -1 because there is an equal sign and shaded to the right because it is greater then
typo...I would go with C
all right thank you
i have one more if your wiling to help
sure thing...now if the circles were open, then the answer would be D
ask away
a r less than or equal to -32 b r greater than or equal to -32 c r less than or equal to -2 d r less than or equal to -2
-r/4 <= 8 --- multiply both sides by 4 -r <= 32 -- multiply by -1 to make r positive, and change inequality sign r >= 32
oops....mistake answer is r >= - 32....answer is B
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