Jessica is baking a cake. The recipe says that she has to mix 96 grams of sugar to the flour. Jessica knows that 1 cup of this particular sugar has a mass of 128 grams. She added one over twoof a cup of sugar to the flour. Should Jessica add more sugar to make the exact recipe, or did she go over and by what amount? (1 point) She went over by two over three of a cup She needs to add two over three of a cup She went over by one over four of a cup She needs to add one over four of a cup
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What do you think?
Well, I got 32 but I dont know how to make that into a fraction
\[128 \div 32 = ?\]
4, but why would I need to do that?
When I tried solving this, I found out what half of [1 cup (128)] is, which is 64. Then I subtracted that by 96 to see how many more grams she would need. But its not a fraction (96-64=32)
There is probably an easier way to get this done...but I do not know it. So my logic on this is... If 1 cup is = to 128 grams, and she added 1/2 a cup she added 64 grams. She needs a total of 96 grams. The difference between 96 and 64 is 32. 32 goes into 128 four times which means it is a 4th of a cup (128 grams) which means she needs to add 1/4 cup.
AH, I see... thats what I was missing. Thanks so much!
You're welcome :)
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