Can one class replace two with AACOMAS grade replacement policy?

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Hi all,

I'm thinking about retaking calculus at another college since my school only allows repeats with a grade of D or lower (I'm aware of the fact that math does not count in sGPA but I am looking into doing this for the improvement of my cGPA). I took two calc. classes at my current university during my freshman year, worth 4 quarter units each so 8 total. The class I'm looking into now is definitely enough to replace at least one of the aforementioned courses, it is a 5 semester unit course (~7.5 quarter units, just 0.5 units shy of being enough units to replace both).

What I would like to know is if there is any way I can petition to have the grade for the 5-semester unit course replace both 4-quarter unit courses? The content covered is the same, my first quarter of calc. was derivatives only and the second was integrals only. The semester-long course covers both derivatives and integrals.

Any chance this would be possible?
 
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You can call and ask but I'm going to think definitely not. They don't look at course descriptions, they only allow at suffix and credits generally.
 
Hi all,

I'm thinking about retaking calculus at another college since my school only allows repeats with a grade of D or lower (I'm aware of the fact that math does not count in sGPA but I am looking into doing this for the improvement of my cGPA). I took two calc. classes at my current university during my freshman year, worth 4 quarter units each so 8 total. The class I'm looking into now is definitely enough to replace at least one of the aforementioned courses, it is a 5 semester unit course (~7.5 quarter units, just 0.5 units shy of being enough units to replace both).

What I would like to know is if there is any way I can petition to have the grade for the 5-semester unit course replace both 4-quarter unit courses? The content covered is the same, my first quarter of calc. was derivatives only and the second was integrals only. The semester-long course covers both derivatives and integrals.

Any chance this would be possible?

I would think not.


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Well, that is unfortunate but it is what I expected. Thanks!
 
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