Interpret Terms, Factors, and Coefficients of an Expression: CCSS.Math.Content.HSA-SSE.A.1a - Algebra
Card 0 of 48
What is the order of the expression?
What is the order of the expression?
To find the order of the expression, first define what the order of an expression represents.
In a general example,
represents the coefficient of the 
term and 
represents the degree or order of the expression.
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is three.
To find the order of the expression, first define what the order of an expression represents.
In a general example,
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is three.
Compare your answer with the correct one above
What is the coefficient on the 
term?
What is the coefficient on the
To find the coefficient on the 
term, first define what the coefficient of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
For the particular expression in this question,
the 
term is 
.
Therefore the 
value or coefficient is,
To find the coefficient on the
In a general example,
For the particular expression in this question,
the
Therefore the
Compare your answer with the correct one above
Which of the following represent a term in the expression?
Which of the following represent a term in the expression?
To find the terms of the expression, first define what a term represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression. The term in this case is .
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
matches a term in the expression.
represents the coefficient on the 
term but does not represent a term itself.
is an expression with two terms.
is an integer.
is the addition operation sign that separates terms.
To find the terms of the expression, first define what a term represents.
In a general example,
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
Compare your answer with the correct one above
Write the sentence as a mathematical expression.
"Two more than four times a number"
Write the sentence as a mathematical expression.
"Two more than four times a number"
Expressions can be written in both English terms and mathematical terms. This particular question is giving the English version of an expression and is asking for the mathematical version.
To convert this expression into the mathematical version, identify key words that represent algebraic operations.
For example,
"A number" means a variable such as 
, 
, and others.
"Sum, more than, in addition to" means addition 
.
"Difference, less than" means subtraction.
"Times, multiple of" means multiplication.
Break down the English sentence and identify the mathematical expression.
"Two more than four times a number"
"Two more" means: 
"Four times a number" means: 
Combine the terms into one expression,
Expressions can be written in both English terms and mathematical terms. This particular question is giving the English version of an expression and is asking for the mathematical version.
To convert this expression into the mathematical version, identify key words that represent algebraic operations.
For example,
"A number" means a variable such as
"Sum, more than, in addition to" means addition
"Difference, less than" means subtraction.
"Times, multiple of" means multiplication.
Break down the English sentence and identify the mathematical expression.
"Two more than four times a number"
"Two more" means:
"Four times a number" means:
Combine the terms into one expression,
Compare your answer with the correct one above
What are the factors of the following term.
What are the factors of the following term.
Factors of a term are the parts that make up that term.
For example,
Breaking down the term in question is as follows.
The coefficient eight can be broken down into its factors,
and the variable term cannot be broken down any further.
Therefore, the factors of 
are 
.
Factors of a term are the parts that make up that term.
For example,
Breaking down the term in question is as follows.
The coefficient eight can be broken down into its factors,
and the variable term cannot be broken down any further.
Therefore, the factors of
Compare your answer with the correct one above
What is the order of the expression?
What is the order of the expression?
To find the order of the expression, first define what the order of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is two.
To find the order of the expression, first define what the order of an expression represents.
In a general example,
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is two.
Compare your answer with the correct one above
What is the coefficient on the 
term?
What is the coefficient on the
To find the coefficient on the 
term, first define what the coefficient of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
For the particular expression in this question,
the 
term is 
.
Therefore the 
value or coefficient is,
To find the coefficient on the
In a general example,
For the particular expression in this question,
the
Therefore the
Compare your answer with the correct one above
Which of the following represent a term in the expression?
Which of the following represent a term in the expression?
To find the terms of the expression, first define what a term represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression. The term in this case is .
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
matches a term in the expression.
represents the coefficient on the 
term but does not represent a term itself.
is an expression with two terms.
is an integer.
is the addition operation sign that separates terms
To find the terms of the expression, first define what a term represents.
In a general example,
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
Compare your answer with the correct one above
Write the sentence as a mathematical expression.
"Two less than three times a number"
Write the sentence as a mathematical expression.
"Two less than three times a number"
Expressions can be written in both English terms and mathematical terms. This particular question is giving the English version of an expression and is asking for the mathematical version.
To convert this expression into the mathematical version, identify key words that represent algebraic operations.
For example,
"A number" means a variable such as 
, 
, and others.
"Sum, more than, in addition to" means addition 
.
"Difference, less than" means subtraction.
"Times, multiple of" means multiplication.
Break down the English sentence and identify the mathematical expression.
"Two less than three times a number"
"Two less" means: 
"Three times a number" means: 
Combine the terms into one expression,
Expressions can be written in both English terms and mathematical terms. This particular question is giving the English version of an expression and is asking for the mathematical version.
To convert this expression into the mathematical version, identify key words that represent algebraic operations.
For example,
"A number" means a variable such as
"Sum, more than, in addition to" means addition
"Difference, less than" means subtraction.
"Times, multiple of" means multiplication.
Break down the English sentence and identify the mathematical expression.
"Two less than three times a number"
"Two less" means:
"Three times a number" means:
Combine the terms into one expression,
Compare your answer with the correct one above
What are the factors of the following term.
What are the factors of the following term.
Factors of a term are the parts that make up that term.
For example,
Breaking down the term in question is as follows.
The coefficient three cannot be broken down,
and the variable term can be broken down into its factors.
Therefore, the factors of 
are 
.
Factors of a term are the parts that make up that term.
For example,
Breaking down the term in question is as follows.
The coefficient three cannot be broken down,
and the variable term can be broken down into its factors.
Therefore, the factors of
Compare your answer with the correct one above
What is the order of the expression?
What is the order of the expression?
To find the order of the expression, first define what the order of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is five.
To find the order of the expression, first define what the order of an expression represents.
In a general example,
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is five.
Compare your answer with the correct one above
What is the coefficient on the 
term?
What is the coefficient on the
To find the coefficient on the 
term, first define what the coefficient of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
For the particular expression in this question,
the 
term is 
.
Therefore the 
value or coefficient is,
To find the coefficient on the
In a general example,
For the particular expression in this question,
the
Therefore the
Compare your answer with the correct one above
What is the order of the expression?
What is the order of the expression?
To find the order of the expression, first define what the order of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is three.
To find the order of the expression, first define what the order of an expression represents.
In a general example,
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is three.
Compare your answer with the correct one above
What is the coefficient on the term?
What is the coefficient on the
To find the coefficient on the term, first define what the coefficient of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
For the particular expression in this question,
the term is .
Therefore the value or coefficient is,
To find the coefficient on the
In a general example,
For the particular expression in this question,
the
Therefore the
Compare your answer with the correct one above
Which of the following represent a term in the expression?
Which of the following represent a term in the expression?
To find the terms of the expression, first define what a term represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression. The term in this case is .
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
matches a term in the expression.
represents the coefficient on the term but does not represent a term itself.
is an expression with two terms.
is an integer.
is the addition operation sign that separates terms.
To find the terms of the expression, first define what a term represents.
In a general example,
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
Compare your answer with the correct one above
Write the sentence as a mathematical expression.
"Two more than four times a number"
Write the sentence as a mathematical expression.
"Two more than four times a number"
Expressions can be written in both English terms and mathematical terms. This particular question is giving the English version of an expression and is asking for the mathematical version.
To convert this expression into the mathematical version, identify key words that represent algebraic operations.
For example,
"A number" means a variable such as , , and others.
"Sum, more than, in addition to" means addition .
"Difference, less than" means subtraction.
"Times, multiple of" means multiplication.
Break down the English sentence and identify the mathematical expression.
"Two more than four times a number"
"Two more" means:
"Four times a number" means:
Combine the terms into one expression,
Expressions can be written in both English terms and mathematical terms. This particular question is giving the English version of an expression and is asking for the mathematical version.
To convert this expression into the mathematical version, identify key words that represent algebraic operations.
For example,
"A number" means a variable such as
"Sum, more than, in addition to" means addition
"Difference, less than" means subtraction.
"Times, multiple of" means multiplication.
Break down the English sentence and identify the mathematical expression.
"Two more than four times a number"
"Two more" means:
"Four times a number" means:
Combine the terms into one expression,
Compare your answer with the correct one above
What are the factors of the following term.
What are the factors of the following term.
Factors of a term are the parts that make up that term.
For example,
Breaking down the term in question is as follows.
The coefficient eight can be broken down into its factors,
and the variable term cannot be broken down any further.
Therefore, the factors of are .
Factors of a term are the parts that make up that term.
For example,
Breaking down the term in question is as follows.
The coefficient eight can be broken down into its factors,
and the variable term cannot be broken down any further.
Therefore, the factors of
Compare your answer with the correct one above
What is the order of the expression?
What is the order of the expression?
To find the order of the expression, first define what the order of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is two.
To find the order of the expression, first define what the order of an expression represents.
In a general example,
When there are more than one term in an expression such as,
the order of that expression is the highest degree on a given term.
In mathematical terms,
therefore the order of the expression is four.
Looking at the specific expression in question the following is seen.
Therefore, the order of the expression is two.
Compare your answer with the correct one above
What is the coefficient on the term?
What is the coefficient on the
To find the coefficient on the term, first define what the coefficient of an expression represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression.
For the particular expression in this question,
the term is .
Therefore the value or coefficient is,
To find the coefficient on the
In a general example,
For the particular expression in this question,
the
Therefore the
Compare your answer with the correct one above
Which of the following represent a term in the expression?
Which of the following represent a term in the expression?
To find the terms of the expression, first define what a term represents.
In a general example,
represents the coefficient of the term and represents the degree or order of the expression. The term in this case is .
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
matches a term in the expression.
represents the coefficient on the term but does not represent a term itself.
is an expression with two terms.
is an integer.
is the addition operation sign that separates terms
To find the terms of the expression, first define what a term represents.
In a general example,
When there are more than one term in an expression such as,
each term is separated by an algebraic operation such as an addition or subtraction sign.
In the given expression,
there are three terms,
Looking at the possible answer choices,
Compare your answer with the correct one above