'2 binomials' presentation slideshows

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Multiplying Two Binomials

F. Multiplying Two Binomials. O. I. L. To EXPAND two binomials we use a version of the distributive law called FOIL. Step 1 : Multiply the F IRST terms in the brackets. F. Step 2 : Multiply the O UTSIDE terms. O. Step 3 : Multiply the I NSIDE terms. I.

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Objective : To factor trinomials of the form Ax 2 + Bx + C.

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Graphing Rational Functions Example #1

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5.8 Solving Quadratic Funtions by Completing the Square

5.8 Solving Quadratic Funtions by Completing the Square. 1/28/2013. Vocabulary. Whenever you multiply a binomial by itself, the resulting trinomial is called a perfect square trinomial. Perfect Square Trinomial:. Example:. This is the area of this square. x+1. x+1. Vocabulary.

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Problem of the Day

Problem of the Day. Factor. 1) 12m 5 n 2 + 9m 4 n. Multiply. 2) (x + 6)(x + 2). (4 minutes). Factoring Trinomials. Objectives: - Students can factor trinomials into 2 binomials. Factoring Trinomials:. Factor. 1) x 2 + 8x + 12. 2) x 2 + 13x + 36. Factoring Trinomials:.

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5.7-5.9 Factoring Trinomials

5.7-5.9 Factoring Trinomials. Algebra I. Factoring a trinomial of the form x 2 +bx+c. You can use factoring to write a trinomial as a product of 2 binomials x 2 +bx+c = ( x+m )( x+n ) = x 2 +( m+n )x + mn

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Section 5.2

Section 5.2. Factoring Trinomials Of the Type x 2 + bx +c. Phong Chau. x 2. + 5x. + 2x. + 10. ( x + 2 )( x + 5) =. = x 2 + 7x + 10. The product of 2 binomials is a trinomial. The constant term in the trinomial is the product of the constant terms in the binomials.

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5-5 Quadratic equations

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factoring trinomials

Section 6.2. factoring trinomials. Factoring Trinomial of the form ax 2 + bx + c. This is the REVERSE of FOIL 1. Divide out a GCF if possible. 2. List the factor pairs of ax 2 . 3. List the factor pairs of c. 4. Select one pair from each list and plug into 2 binomials.

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Factoring Polynomials

Factoring Polynomials. Put the polynomial in descending order. 2. If there is a GCF, take it out!. Binomials. 4 or more terms. Can you factor by grouping?. Is it a difference of squares?. Is it a Perfect Square Trinomial?. Yes. No. Yes. No. Factor into:

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