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Which value of m makes the statement true? 83-2m≤8+3m A) 4 B) 7 C) 12 D) 15
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\[\large\rm 83-2(\color{orangered}{m})\le 8+3(\color{orangered}{m})\]Hmm let's try plugging in \(\large\rm \color{orangered}{m=4}\) and see what happens.
\[\large\rm 83-2(\color{orangered}{4})\le 8+3(\color{orangered}{4})\]
Multiplying some stuff, and then doing addition/subtraction where needed, gives us,\[\large\rm 75\le 20\]75 is NOT less than or equal to 20. Ooo looks like m=4 is not the one we're looking for.
Can you try one of the other options using the same steps? :)
\[83-2(12)\le8+3(12)\]
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\[83-24\le8+36\]
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