Chuck be has got it. Here is how I figure it out, slightly differently and maybe easier to understand.
Let's say you currently have 75% from everything before the final, and you want to get 90% in the class for a final grade of A-. Let's also say that the final is worth 20% of your grade, and therefore everything before is 80% of your grade.
0.8*75 + 0.2*F = 90
F is the grade on the final, and in this case, solving for F gives you 150, and unless there is massive extra credit on the test this means that an A- is impossible.
Let's see the highest possible grade you can get, if you get 100 on the final.
0.8*75 + 0.2*100 = 80
So if you have 75% going into the final, the highest grade you can possibly get is 80, a B- in an unweighted system. If grades are weighted it is impossible to do this calculation because your grade depends on how everyone else does as well.
2007-12-27 09:16:55
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answer #1
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answered by jellybeanchick 7
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You would have to know 3 things:
A) The weighting of the final exam.
B) The current grade average
C) The desired final grade average.
Let's say, for instance that you are currently carrying an 80% average (item B = 80%). Let's say that the final exam counts for 25% of your final grade (item A = 25%). And, finally, let's say that you want to have an 85% average after the final exam (item C = 85%).
Use the following formula:
(A / 100)x + (((100 - A) / 100)B) = C
so, using the values above:
(25 / 100)x + (((100 - 25) / 100)80) = 85
.25x + ((75 / 100)80) = 85
.25x + (.75(80)) = 85
.25x + 60 = 85
.25x = 25
x = 100
So, you would have to have a 100% on your final exam to end up with a course average of 85%.
Hope this helps.
2007-12-27 08:16:46
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answer #2
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answered by Anonymous
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Two intelligent solutions have been given. Choose either one./ I prefer the second.
2007-12-27 21:16:16
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answer #3
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answered by DrIG 7
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