Terms - HiSET
Card 1 of 12
Simplify the polynomial
.
How many terms does the simplified form have?
Simplify the polynomial
How many terms does the simplified form have?
Tap to reveal answer
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
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Identify the terms in the following equation:
Identify the terms in the following equation:
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In an equation, a term is a single number or a variable. in our equation we have the following terms:
In an equation, a term is a single number or a variable. in our equation we have the following terms:
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How many terms are in the following expression: 
?
How many terms are in the following expression: 
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Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For 
, there is only one term: 
For 
, there are no terms.
For 
, there is two terms: 
For 
, there are two terms: 
For 
, there are two terms: 
For 
, there is only one term: 
For 
, there are two terms: 
For 
, there are three terms: 
There are four constant terms: 
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For 
For 
For 
For 
For 
For 
For 
For 
There are four constant terms:
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
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Identify the terms in the following equation:
Identify the terms in the following equation:
Tap to reveal answer
In an equation, a term is a single number or a variable. in our equation we have the following terms:
In an equation, a term is a single number or a variable. in our equation we have the following terms:
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How many terms are in the following expression: ?
How many terms are in the following expression:
Tap to reveal answer
Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For , there is only one term:
For , there are no terms.
For , there is two terms:
For , there are two terms:
For , there are two terms:
For , there is only one term:
For , there are two terms:
For , there are three terms:
There are four constant terms:
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For
For
For
For
For
For
For
For
There are four constant terms:
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
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Simplify the polynomial
.
How many terms does the simplified form have?
Simplify the polynomial
How many terms does the simplified form have?
Tap to reveal answer
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
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Identify the terms in the following equation:
Identify the terms in the following equation:
Tap to reveal answer
In an equation, a term is a single number or a variable. in our equation we have the following terms:
In an equation, a term is a single number or a variable. in our equation we have the following terms:
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How many terms are in the following expression: ?
How many terms are in the following expression:
Tap to reveal answer
Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For , there is only one term:
For , there are no terms.
For , there is two terms:
For , there are two terms:
For , there are two terms:
For , there is only one term:
For , there are two terms:
For , there are three terms:
There are four constant terms:
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For
For
For
For
For
For
For
For
There are four constant terms:
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
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Simplify the polynomial
.
How many terms does the simplified form have?
Simplify the polynomial
How many terms does the simplified form have?
Tap to reveal answer
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
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Identify the terms in the following equation:
Identify the terms in the following equation:
Tap to reveal answer
In an equation, a term is a single number or a variable. in our equation we have the following terms:
In an equation, a term is a single number or a variable. in our equation we have the following terms:
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How many terms are in the following expression: ?
How many terms are in the following expression:
Tap to reveal answer
Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For , there is only one term:
For , there are no terms.
For , there is two terms:
For , there are two terms:
For , there are two terms:
For , there is only one term:
For , there are two terms:
For , there are three terms:
There are four constant terms:
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
Step 1: We need to separate and arrange the terms in the jumbled expression given to us in the question..
We will separate the terms by the exponent value.
For
For
For
For
For
For
For
For
There are four constant terms:
Step 2: We will now add up the coefficients in each designation of terms. This will give us the answer.
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Simplify the polynomial
.
How many terms does the simplified form have?
Simplify the polynomial
How many terms does the simplified form have?
Tap to reveal answer
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
Arrange and combine like terms (those with the same variable) as follows:
Since each term now has a different exponent for the variable, no further combining is possible. The simplified form has four terms.
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