Slide and Divide Method
ο»ΏFactoring Trinomials of the form 2 + + , where 1
Slide and Divide Method
Steps to Factoring + +
Slide the leading coefficient over, under the constant, and multiply the two 1. together. Re-write the trinomial without a leading
coefficient.
2.
Follow the same rules as when = 1, and factor this new trinomial.
Since we multiplied the leading
3.
coefficient with the constant in Step 1, we must now DIVIDE it out from the
constants of the factors from Step 2.
Simplify the fractions. 4. If the denominator doesn't cancel out,
...
5.
... slide it up to be the coefficient of the variable.
Example Factor: - +
2 - 5 + 2
2 - 5 +
( - 4)( - 1)
4
1
- -
1 ( - ) -
( - 2)(2 - 1)
Here's Another Example...
Step
1.
Factor: + -
2 + - 6
2.
( + 3)( - 2)
3.
3
2
+ 3 - 3
4.
( + 1)(3 - 2)
Adapted from
................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related download
- matrix operations on a casio graphing calculator
- using the ti 84 plus graphing calculator in middle school
- writing math ib internal assessment
- slide and divide method
- how to assess mastery of math facts with cbm
- factoring bottoms up method
- introduction to unit 1—electrician s math and
- transposition of formulae
- the role of calculators in math education
- prepared by sarah nelson for the dolciani math learning center
Related searches
- interview method advantages and disadvantages
- method of teaching and learning
- scientific method vocabulary and definitions
- approach method and technique
- research method and research methodology
- method and technique
- divide give quotient and remainder
- direct method and indirect method cash flow
- divide and simplify calculator
- multiply and divide sig figs
- multiply and divide rationals calculator
- multiply and divide functions calculator