This video illustrates how to factor a Complex Trinomial: a trinomial of the form ax^2 + bx + c. For part 2 of this video, including examples 2 and 3, as well as ...
4x²+37x+58. Using your method, ac=232, b=37. You will find that 29 and 8
multiplied equal ac, and added equal b. However, placing these numbers in
gives you 4x²+8x+29x+58, which if grouped, they become 4x(x+2)+29(x+2).
x²+4x+4 ≠ 4x²+37x+58. What am I doing wrong?
Yes, what Kraedi was doing wrong was believing that (x+2) and (x+2) would
be the factors. As the video says, when you get to the line
4x(x+2)+29(x+2), you write the (x+2) only ONCE in the answer, and the 4x
and +29 come together to make the other factor (4x+29).
im subscribed to a video gamer on youtube, he favorited this video and now
im watching this... wtf i learned this 2 years ago i forgot and remembered
again haha thanks video games