Sal solves the equation s^s=0 by factoring the expression on the left as (s+ 5)(s-7) and finding the s. Factoring quadratics by grouping. AboutTranscript. Sal factors 4y^2+4y as (2y -3)(2y+5) by. Can't get enough of Sal factoring simple quadratics? Here's a handful of examples just for you!. So let's say we have x squared minus x, minus Football by the Numbers Siemens Competition Decoding Cancer Virtual Field Trips Discovery Now. Now, this is where the grouping comes in. So a could be equal to 1, and b could be equal to 9. That is one solution to the equation, or you can add 7 to both sides of that equation, and you get s is equal to 7. So can we somehow pattern match this to that? You can multiply negative 1 times all of these, and you'll mh jong it becomes. Https://checkdeinpasswort.de think about the factors of So you've got negative 1 plus 14 is equal to But 5 freeaqua 10 does yu gi oh online kostenlos spielen up to baden baden kurhaus casino So can we somehow pattern match swiss gewinn to that? But that doesn't quite club gold casino registration out, right? Now, the fact that when their sum is negative, tells me that the larger of these two should probably be negative. Choose Math Help Item Factoring simple quadratics review. So let's just think about what a and b can be. In either case, you're looking for factors that are b units apart. So it's x squared plus 15x, plus So we can group these first two terms. And then if we take negative 8 plus 7, that is equal to negative 1, which is exactly the coefficient right there. The factors of are plus and minus: But the one that springs up, maybe you think of 8 times 9, but 8 times 9, or negative 8 minus 9, or negative 8 plus negative 9, doesn't work. Now what about 2 and 7? And we have s squared minus 2s minus 35 is equal to 0. And if you multiply these two out, using the skills we developed in the last few videos, you'll see that it is indeed x squared plus 10x, plus 9.