Solve the inequality. 3m ≤ –9 (Points : 4) m ≥ –3 m ≤ –3 m ≤ –6 m ≥ 6
Any ideas?
B
Niall, why are you giving away the answer?
I didn't. You said any ideas, so I gave my idea ;P
1 chance to erase, @Niall
or you want yourself reported?
CAN SOME 1 HELP ME AFT THIS http://openstudy.com/study#/updates/5294e99ae4b0999412bdab06
you would solve it by dividing 3 from both sides leaving with: m <= -3 so b is the answer
thanks can i give A COUPLE MORE AND I GIVE MY IDEAS
sure
Niall I reported on your answer, even if you erase it would be too late, I warned you but you didn't listen.
Select the inequality that models the problem. The length of a rectangle is twice its width. If the perimeter of the rectangle is less than 50 meters, what is the greatest width of the rectangle? (Points : 4) 2 • 2w + 2w < 50 2w • w < 50 2w < 50 2 + 2w < 50 i think its C
Do you want to try to write it out first, or I should?
u should cause im failin this cousre and this could bring me up
2w=l 2(w+l)<50 maximum width? 2( w + 2w ) < 50 ( w + 2w ) < 25 3w=25 w= 25/3 I think you were thinking correctly, do you have any multiple choice on this?
I meant w<25/3 less, not equal to.
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