mrs. morton has a special reward system for her class. when all her students behave well, she rewards them by putting 3 marbles in a jar, when the jar has 100 marbles or more the class has a party. right now, the jar contains 24 marbles. let r represent the number of additional times the class is rewarded. write an inequality to determine how many more times the class needs to be rewarded in order to earn a party. _______ what is the minimum whole number of times they need to be rewarded so they can have a party? _______ times.
if they are rewarded \(r\) times they will get \(3r\) marbles they larady have \(24\) so you want \[24+3r\geq 100\]
*already
solve that for \(r\) by subtracting \(24\) and then dividing by \(3\)
i am so confused this question is confusing nd so r tha answers
nvm i get it
\[24+3r\geq 100\] \[3r\geq 76\]\[r\geq 76\div 3\]
thanks
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