<p>So I am currently a freshman and taking Geometry this year. I am thinking about skipping Algebra 2 next year and moving straight to Pre Calc</p>
<p>now, that might sound crazy, but I have basically done Algebra 2 outside of school. There is a tutoring program called Kumon (OMG i hate it... soo repetitive) that I have used, and it has take me through the Algebra 2 course</p>
<p>There are some things and such that my school's Algebra 2 classes learn, such as intro to 3d graphing and Conics, that I have no clue how to do?</p>
<p>My question is, are those two concepts important at all in Pre Calc? And should I undergo another year of Algebra?</p>
<p>Note: I do not want to waste another year of math again, as was the case in 8th grade w/ Algebra 1. I already knew the stuff, and could have slept in that class yet still gotten an A.</p>
<p>My school requires Pre Calc before Calc BC. Anyhow, I do not know the trig required for Calculus.</p>
<p>Plus, if Precalc is a review of Algebra 2 in the beginning, wouldn’t I be all caught up if there are some things that I do not know? (Planning to self study Algebra 2 this coming summer anyway.</p>
<p>A lot of skills and Algebra II is used in Pre-Calculus and in Calculus. My friend is in Calculus AB/BC and she said that she had to refer to a Algebra II textbook one time. I don’t think you should skip Algebra II. If you’re doing only doing it to get ahead, don’t.</p>
<p>OP – I did literally the exact same thing that you’re considering, minus Kumon.</p>
<p>Conic sections are, to my knowledge, a fairly standard part of precalc curriculum. 3D graphing isn’t even.covered in class, and I’m taking Honors Precalc. I would instead focus on mastering polynomial functions.</p>
<p>I would encourage you to skip Algebra 2 if you feel you are ready. I disagree with other posters who say to skip Precalc, as it provides a much-needed rigorous preparation for BC Calc. Don’t think that it will be easy – I had a 97 average in Geometry and now I have a 92 in Precalc… :(</p>
<p>Can somebody paste an open ended version? Like a lot of polynomial equations, graphs of their functions, and word problems would be appreciated.</p>