Thursday

October 23, 2014

October 23, 2014

Posted by **mark** on Saturday, February 2, 2008 at 3:11pm.

A=(x^2+5x) B=(6x+30)

Part 1: Factor each binomial by finding the GCF. Then, add the two factored binomials to make a single expression.

Part 2: Now add the original forms of binomial A and B together to make a trinomial. Factor the trinomial.

Part 3: Do you see something you could do to your answer in Part A to get your answer to Part B? Explain.

I know how to factor the binomials by finding the GCF. But I'm confused in this case for Parts A and B

- math -
**drwls**, Saturday, February 2, 2008 at 7:36pmI did this one already. How many times did you post it anyway?

**Answer this Question**

**Related Questions**

math - Consider the following binomials. A=(x^2+5x) B=(6x+30) Part 1: Factor ...

math - Consider the following binomials. A=(x^2+5x) B=(6x+30) Part 1: Factor ...

Math - Expand the following binomials to look for patterns when expanding ...

binomials - GIVE AN EXAMPLE OF THE SUM OF 2 BINOMIALS THAT IS A BINOMIAL

Alg I - Factoring ax^2 + bx + c Find two different values that complete each ...

Math070 - Is (x-3)(3x+6) factored out completely? Also will a trinomial always ...

binomials math - expand the following binomials (2x-1)^5 (x+3y)^3

Factoring Polynomials - The book says: Find three different values that complete...

Algebra - Find two binomials whose product is x^2 - 6x + 9 and explain how you ...

algebra - factor the following expression into a product of two binomials. 64x^2...