Chapter 10 Section 44 Number your paper again
Chapter 10 Section 44 Number your paper again from 1 to 12 and do the next 12 problems.
Find the 2 numbers that multiply to ____ and add up to ___ • 1. ) multiply 3 add 4 • 2. ) multiply 8 add 6 • 3. ) multiply 12 add -8
Find the 2 numbers that multiply to ____ and add up to ___ • 4. ) multiply 16 add 17 • 5. ) multiply 24 add -11 • 6. ) multiply -24 add -10
Note #5 Objective - To factor trinomials in the form. Factoring when c is positive. Multiply. Last Terms Factor. Sum of Last Terms Product of Last Terms ( x + 2 )( x + 5 ) sum product
Factor. 1) 2) 3) ( x + 4 )( x + 5 ) (y (m 2 )( y 3 )( m 6) 4)
Factor. Show factor pairs of the constant term. 1) ( x + 6 )( x + 7 ) 2) (m 3)(m 7 ) 3) (y 4) ( k + )( k + 3)( y 12 ) ) Not Factorable 5) (x 3)( x 8)
Factoring when c is negative. Multiply. Last Terms Difference of Last Terms Product of Last Terms Factor. ( x + 6 )( x difference product 2)
Factor. 1) ( x + 4 )( x 3) 2) ( y + 5 )( y 8) 3) ( t + 2 )( t 9)
P. 607 (12 -26 all)
Factor. Show factor pairs of the constant term. 1) 2) 3) 4) ( m + 7 )( m 4 ) (x + 5)(x ( k + 4)( k 6) 6) ( t + )( t ) Not Factorable 5) ( + 5)( 7)
Factor. 1) 5) 1 7 2) 1 5 6) 2 12 3) 5 9 2 b 1 y 12 y 7) 2 7 4) 8) 5 2
Now Factor • 7. ) + 4 a + 3 2 • 8. ) x + 6 x + 8 2 • 9. ) a - 8 a + 12 2 a Your Turn
Now Factor 2 • 10. ) x + 26 x + 25 2 • 11. ) a - 8 a + 16 2 • 12. )2 x + 12 x +16 Your Turn
• 7. ) + 4 a + 3 • (a + 1)(a + 3) Check 2 • 8. ) x + 6 x + 8 your • (x + 4)(x + 2) Answ ers 2 • 9. ) a - 8 a + 12 • (a - 6)(a - 2) 2 a
• 10. ) + 26 x + 25 • (x + 25)(x + 1) 2 • 11. ) a - 8 a + 16 2 • (a - 4) = (a - 4) 2 • 12. )2 x + 12 x +16 srewsn. A 2 ruo. Y • 2(x + 6 x + 8) • 2(x + 4)(x + 2) kceh. C 2 x
Factoring Polynomials Five Types of Factoring 1) Greatest Monomial Factor 2) Difference of Squares 3) Perfect Square Trinomial 4) Trinomial Factoring : 5) Trinomial Factoring :
Factor completely. 1) Greatest Monomial Factoring 2) Factoring Difference of Squares
Factor completely. 1) Greatest Monomial Factoring 2) Factoring Difference of Squares
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