Assuming that you are reffering to something like this:
(x - h)(x - k) = 0
x = h, x = k
This is the fundamental theorem of algebra which states that is given a polynomial (multiple terms raised to positive powers ex) x^3 + 2x + 1), then the number of solutions to that polynomial is equal to the degree (or highest exponent) in the polynomial. The factorization in the beginning was dealing with a quadratic equation - when foiled out it equals x^2 - hx - kx + hk. The highest exponent in the quadratic is two and therefore there are two solutions. You can even think back to the factorization again: if x = h then the whole equation is 0, if x = k then the whole equation is 0.
My book is missing page 219. Perhaps you could tell me some of the problems.
I don't have lesson 15-3 in front of me. Perhaps you could ask me one of the problems.
I'm sorry, I don't have that one in front of me.
Math Problems - 2010 DJ Hazard 1-2 was released on: USA: 21 February 2010
Yes. Tell us one of the problems.
All you have to do is type math answer worksheets, and you will get answers of math problems.
What math problems? I will help you if you give me the problems
no
they are math worksheets that when you figure out the answer they say somthing with the words by the answers to the problems
Answers.com
Mathway.com
WebMath.com
Information on what the math problems are need to be given to know what the answer is. Not knowing the exact math problems makes it difficult to know the answers.
Sure, I could certainly help you with your math if you told me what the problems were.
This one, of course!
it is the ability to solve math problems Math problems solving means generate some specific answers to the given problem.
If I remember correctly, they should be in the back.