Find the product.Simplify your answer. (3k+2)(k+1) square

Question

Find the product.Simplify your answer. (3k+2)(k+1) square

Answer 1

To find the product of \((3k+2)(k+1)\), we will use the distributive property (also known as the FOIL method for binomials). Here's the step-by-step process:1. **First**: Multiply the first terms in each binomial:

2. **Outer**: Multiply the outer terms in the binomials:

3. **Inner**: Multiply the inner terms in the binomials:

4. **Last**: Multiply the last terms in each binomial:

Now, combine all these products:

Next, combine the like terms (

and

):

So, the simplified product of \((3k+2)(k+1)\) is:

Problemas

Find the product.Simplify your answer. (3k+2)(k+1) square

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