meta user
network profile
| bio | website | |
|---|---|---|
| location | ||
| age | ||
| visits | member for | 1 year, 10 months |
| seen | 2 days ago | |
| stats | profile views | 2,110 |
|
1d |
awarded | Notable Question |
|
2d |
comment |
Completing the square with simple polys Thank you, it does. |
|
2d |
comment |
Completing the square with simple polys I missed the part where you knew how to subtract 3/4s. |
|
2d |
accepted | Completing the square with simple polys |
|
2d |
comment |
Completing the square with simple polys Thank you but that seems very intensive and complex, is there not an easier way to do these? I am just trying to briefly study some algebra before I study calculus before i study calculus 2. |
|
2d |
comment |
Completing the square with simple polys I am kind of lost as to where to start on this. |
|
2d |
comment |
Completing the square with simple polys I recognize it as a difference of squares but I don't understand how to transform this problem into it. |
|
2d |
comment |
Completing the square with simple polys I lost you at "Note that" that is very confusing and complex, do I need to memorize that or just know that it works? |
|
2d |
asked | Completing the square with simple polys |
|
2d |
awarded | Citizen Patrol |
|
2d |
accepted | Rationalizing quotients |
|
2d |
comment |
Rationalizing quotients Oh I got it, I forgot that trick. Thanks. |
|
2d |
comment |
Simplifying fractions with fractions It would have worked if it was $\frac{1}{y-x}$ right? |
|
2d |
asked | Rationalizing quotients |
|
2d |
comment |
Simplifying fractions with fractions I don't follow, I never put a 1 ontop. |
|
2d |
asked | Simplifying fractions with fractions |
|
2d |
comment |
Factoring third degree polynomials using long division I don't really follow the first two things you did, it doesn't look correct and I can't make sense of it. If you factor out terms from two different sets you can just rearrange them in any order? |
|
2d |
accepted | Factoring third degree polynomials using long division |
|
May 18 |
asked | Factoring third degree polynomials using long division |
|
May 18 |
comment |
Cubing a simple thing I have never seen that, seems like it would get very complicated with powers over 3 though. |
