Algebra 1 : Variables
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Example Questions
Example Question #18 : Monomials
Multiply:
To multiply this expression, multiply the monomial times both terms in the binomial.
First we will multiply 
Now multiply 
Our answer is just 
Example Question #14 : Monomials
Multiply 
To multiply a monomial by a polynomial, you simply multiply the monomial by each term in the polynomial. In this case that means that the solution is to multiply everything by 
Example Question #441 : Variables
Multiply:
When similar bases are multiplied, their powers can be added. Distribute the monomial through the polynomial in the parentheses.
The answer is:
Example Question #442 : Variables
Simplify:
The answers provided do not show the correct simplificaiton.
When multiplying a whole number by a polynomial, we simply multiply that number by whatever coefficient is present in front of the variables of the polynomial. We then maintain the variables in the simplified expression.
Example Question #22 : Monomials
Simplify the following expression:
Use the distributive property to multiply the monomial and polynomial.
Example Question #23 : Monomials
Evaluate the expression:
Multipying a monomial and trinomial boils down to distributing the monomial amongst all the parts of the trinomial as such:
After some cleanup we get:
Example Question #443 : Variables
Multiply:
All we need to do here is multiply every term within the polynomial 
To do this we need to multiply every term by 
So this leaves us with 
Example Question #4673 : Algebra 1
Divide:
To divide this, we must pull out a common factor from the numerator and denominator.
The common factor from the numerator is only 
The common factor from the denominator is 
The only term that will cancel is the 
The answer is:
Example Question #444 : Variables
Which of the following is equivalent to the given statement?
Which of the following is equivalent to the given statement?
This question asks us to distribute a monomial through a polynomial. To do so, we need to multiply the monomial (4b) by each part of the polynomial in parentheses.
So our answer in standard form is as follows:
Example Question #4682 : Algebra 1
Multiply the polynomial by the monomial.
When multiplying a polynomial and a monomial, distribute the monomial into the polynomial:
Then simplify and the answer is:
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