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- Jan 18, 2016
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Hello. I am currently a high school senior. I'm interested in becoming a physician-scientist, maybe in neuroscience.
Selecting courses for college, I've heard friends from my future prospective undergrad school tell me that taking Calculus 1 is an "easy A" and this (with Calc 2) would fulfill my math requirements and boost my GPA.
Currently, I am taking AP Calc AB. I am not doing so well; I have a B+. Throughout high school, I was never really "gifted" at mathematics. It always took me a long time to understand a mathematics concept. This was a detriment when I took Physics without basic Calculus. I began to see that a lot of the sciences required foundations in mathematics, since previously I was more focused on biology.
If I took the AP exam and scored a 4 or a 5 I would be able to start with Calculus 2 and finish Differential Equations by sophomore year.
I am wondering if it is a good idea to take higher level mathematics to better prepare myself, or to forgo it and simply take Calculus 1 and Calculus 2. Moreover, if physician-scientists even need higher level mathematics to begin with.
Thanks!
Selecting courses for college, I've heard friends from my future prospective undergrad school tell me that taking Calculus 1 is an "easy A" and this (with Calc 2) would fulfill my math requirements and boost my GPA.
Currently, I am taking AP Calc AB. I am not doing so well; I have a B+. Throughout high school, I was never really "gifted" at mathematics. It always took me a long time to understand a mathematics concept. This was a detriment when I took Physics without basic Calculus. I began to see that a lot of the sciences required foundations in mathematics, since previously I was more focused on biology.
If I took the AP exam and scored a 4 or a 5 I would be able to start with Calculus 2 and finish Differential Equations by sophomore year.
I am wondering if it is a good idea to take higher level mathematics to better prepare myself, or to forgo it and simply take Calculus 1 and Calculus 2. Moreover, if physician-scientists even need higher level mathematics to begin with.
Thanks!