<p>JerseyShoreMom,</p>
<p>Here is what you really need to do to convert from the % scale to the 4.0 scale, to obtain an unweighted GPA. It requires some calculation, but it is quite straightforward.</p>
<p>First, list the semester grades in each course, in terms of % (if the semester grades are on the transcript issued to colleges--otherwise, list just the end of year grades).
Next, see whether your school offers an interpretation of the % scores as A, B, C, D, F, on the grade reports or transcript. Many do. If your school does this, then next to each of the % scores, write down the equivalent letter grade.
Now, assign a number to each of the grades: A = 4, B = 3, C = 2, D = 1, F = 0.
Then, take the average of the numbers. That gives the unweighted GPA on the 4.0 scale.<br>
You can compute an academic average by excluding physical education or other non-academic courses.
If your daughter's school shows grade equivalents of the % scores that include A-, B+ B-, etc., then I'd set A = 4.0, A- = 3.7, B+ = 3.3, B = 3.0, etc. and average as above. (There are some other numerical conversions for A-, but this one is fairly standard.)</p>
<p>If your daughter's school does not show any letter grade equivalents, nor provide an interpretation, such as 90-100 = Excellent, etc., please post the minimum passing score at the school, and I'll suggest a conversion procedure based on that.</p>
<p>For a weighted GPA, you're on your own. If you hunt around on this site, you'll see a wide variety of weighting methods.</p>
<p>The Ridgeview High School GPA conversion chart is worthless, to be blunt. Take a look at the numbers: 93 is the minimum % for an A at Ridgeview. Therefore, a student who has received a 93 in every course has received an A in every course, and actually has a 4.0 average. The conversion chart makes a 93.0 into a 3.5 average, which is halfway between A and B--obviously wrong. A student who has received an 86 in every course at Ridgeview has received a B in every course, and therefore should have a 3.0 average. But the conversion chart gives 2.625. Admittedly, it would be rare for a student to just scrape out an A, exactly, in every course. However, a student who had a 96 in every course would have a solid A in every one, and hence a 4.0. But the student would still be listed as having a 3.875 average, if you followed the conversion chart. </p>
<p>There is one obvious limitation of the conversion method, which makes the % scale fairer in my opinion. Consider a hypothetical student who has received a 99 in every course, except for one semester of one course, when the student received a 92. That student does not have a 4.0, technically speaking, while the student who has received a 93 in every course (at Ridgeview) does have a 4.0.</p>