Mai's water bottle had 24 ounces in it. After she drank x ounces of water, 10 ounces left. Select all the equations that represent this situation. (A) 24÷10=x (B) 24+10=x (C) 24-10=x (D) x+10=24 (E) 10x=24

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Analyze Situation: Let's analyze the situation. Mai had 24 ounces of water. After drinking some amount, which we'll call x, there are 10 ounces left. The correct equation should reflect this situation.Set Up Equation: We can set up an equation that represents the amount of water before and after Mai drinks. Initially, she has 24 ounces, and after drinking x ounces, she should have 10 ounces left. So the equation should be: 24 - x = 10Check Options: Now let's check each of the provided options to see if they match the correct equation:  A) 24 ÷ 10 = x This equation suggests that dividing 24 by 10 gives us the amount Mai drank, which is not correct according to the situation described.Option A: B) 24 + 10 = x This equation suggests that adding 10 to 24 gives us the amount Mai drank, which is also not correct according to the situation described.Option B: C) 24 - 10 = x This equation suggests that subtracting 10 from 24 gives us the amount Mai drank, which is not correct. It actually gives us the amount left after Mai drank the water, not the amount she drank.Option C: D) x + 10 = 24 This equation correctly represents the situation. If Mai drank x ounces and 10 ounces are left, adding these two amounts should give us the initial total, which is 24 ounces.Option D: E) 10 x = 24 This equation suggests that multiplying 10 by some number gives us 24, which is not related to the situation described.

Mai's water bottle had $24$ ounces in it. After she drank $x$ ounces of water, $10$ ounces left. $\newline$ Select all the equations that represent this situation. $\newline$ (A) $24 \div 10=x$ $\newline$ (B) $24+10=x$ $\newline$ (C) $24-10=x$ $\newline$ (D) $x+10=24$ $\newline$ (E) $10 x=24$

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