Respuesta :
Please fallow the steps it will help you
Step1: 4x^3 + 28x^2 + 7x + 49
Step 2: 4x^2(x+7) + 7(x+7)
Step 3: (4x^2+7)(x+7)
Step 4: (x+7)(4x^2+7)
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Hope that helped!
Step1: 4x^3 + 28x^2 + 7x + 49
Step 2: 4x^2(x+7) + 7(x+7)
Step 3: (4x^2+7)(x+7)
Step 4: (x+7)(4x^2+7)
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Hope that helped!
Answer:
[tex](x+7)(4x^2+7)[/tex]
Step-by-step explanation:
The given expression is [tex]4x^3+28x^2+7x+49[/tex]
We can factor it by grouping method.
So, group the terms as shown below
[tex](4x^3+28x^2)+(7x+49)[/tex]
Take GCF from each group
[tex]4x^2(x+7)+7(x+7)[/tex]
Factored out the common term (x+7)
[tex](x+7)(4x^2+7)[/tex]
Thus, the factored form is [tex](x+7)(4x^2+7)[/tex]