Am I correct?

- anonymous

Am I correct?

- katieb

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- anonymous

Use the expression 5(6 + 4x) to answer the following:
Part A: Describe the two factors in this expression.
Part B: How many terms are in each factor of this expression?
Part C: What is the coefficient of the variable term?

- anonymous

my answers are: 4 and x are factors of 4x.
There are 3 terms in this expression.
The coefficient of the variable term is 4.

- ali2x2

i checked a and b their right, lemme check c

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## More answers

- Michele_Laino

the factors are the terms separated by the multiplication sign

- Michele_Laino

\[\Large 5 \times \left( {6 + 4x} \right)\]

- Michele_Laino

so, factors are 5 and (6+4x)

- anonymous

oh

- ali2x2

oh, so i was wrong too

- Michele_Laino

in the first factor there is only one term which is 5

- anonymous

i read this in my lesson is the same as what you mean? Factor:
One of the numbers or variables that are multiplied together to produce a product; for example, 2 and x are factors of 2x.

- Michele_Laino

yes! that's right! nevertheless we have a multiplication between 5 and 6+4x

- anonymous

Alright good i understand why its that. Is everything else correct?

- Michele_Laino

the second factor is 6+4x, so we have 2 terms, namley:
4 and 6x

- Michele_Laino

you can view 6x as a monomial, so it represents only one term

- anonymous

so 5 isnt a term but 6 is?

- Michele_Laino

5 is a term, since it is a factor

- anonymous

oh i see it says in each factor

- Michele_Laino

yes!
|dw:1438809647981:dw|

- anonymous

So correction: The factors are 5 and 6+4x
There are 2 terms in each factor of this expression
The coefficient of the variable term is 4

- Michele_Laino

first and third answers are correct!
in the first factor we have only one term
whereas in the second factor there are two terms

- anonymous

so it should be said as in my answer in the first factor we have only one term but in the second factor there are two terms

- Michele_Laino

that's right!

- anonymous

one more question is that 3 terms in all? @Michele_Laino

- Michele_Laino

yes!

- Michele_Laino

more precisely we have three monomials

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