Terms, Factors, & Coefficients - Algebra
Card 1 of 30
Identify the variable term in the expression $4x-11$.
Identify the variable term in the expression $4x-11$.
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$4x$. The variable term contains a variable.
$4x$. The variable term contains a variable.
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What is the coefficient of $ab$ in the term $12ab$?
What is the coefficient of $ab$ in the term $12ab$?
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$12$. The coefficient is the number multiplying both variables.
$12$. The coefficient is the number multiplying both variables.
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How many terms are in the expression $3x+5$?
How many terms are in the expression $3x+5$?
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$2$ terms. Count parts separated by $+$ or $-$ signs.
$2$ terms. Count parts separated by $+$ or $-$ signs.
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How many terms are in the expression $7x-2y+9$?
How many terms are in the expression $7x-2y+9$?
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$3$ terms. Count parts separated by $+$ or $-$ signs.
$3$ terms. Count parts separated by $+$ or $-$ signs.
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Identify the terms in the expression $x^2-9$.
Identify the terms in the expression $x^2-9$.
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Terms: $x^2$ and $-9$. Identify each part separated by the $-$ sign.
Terms: $x^2$ and $-9$. Identify each part separated by the $-$ sign.
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Identify the constant term in the expression $4x-11$.
Identify the constant term in the expression $4x-11$.
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$-11$. The constant term has no variable attached.
$-11$. The constant term has no variable attached.
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Identify the terms in the expression $7x-2y+9$.
Identify the terms in the expression $7x-2y+9$.
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Terms: $7x$, $-2y$, $9$. Identify each part separated by $+$ or $-$ signs.
Terms: $7x$, $-2y$, $9$. Identify each part separated by $+$ or $-$ signs.
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Identify the terms in the expression $5-3x+2x^2$.
Identify the terms in the expression $5-3x+2x^2$.
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Terms: $5$, $-3x$, $2x^2$. Identify each part separated by $+$ or $-$ signs.
Terms: $5$, $-3x$, $2x^2$. Identify each part separated by $+$ or $-$ signs.
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What is the coefficient of $x^2$ in the term $-6x^2$?
What is the coefficient of $x^2$ in the term $-6x^2$?
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$-6$. The coefficient includes the negative sign.
$-6$. The coefficient includes the negative sign.
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What is the coefficient of $ab$ in the term $12ab$?
What is the coefficient of $ab$ in the term $12ab$?
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$12$. The coefficient is the number multiplying both variables.
$12$. The coefficient is the number multiplying both variables.
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What is the coefficient of $x$ in the term $x$?
What is the coefficient of $x$ in the term $x$?
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$1$. When no number is shown, the coefficient is $1$.
$1$. When no number is shown, the coefficient is $1$.
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Identify the factors of the term $12x$.
Identify the factors of the term $12x$.
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Factors: $12$ and $x$. Factors are quantities that multiply to form the term.
Factors: $12$ and $x$. Factors are quantities that multiply to form the term.
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Identify the factors of the term $-5xy$.
Identify the factors of the term $-5xy$.
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Factors: $-5$, $x$, and $y$. All quantities multiplying together are factors.
Factors: $-5$, $x$, and $y$. All quantities multiplying together are factors.
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Identify the factors of the term $3(x-4)$.
Identify the factors of the term $3(x-4)$.
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Factors: $3$ and $(x-4)$. Both the number and binomial are factors.
Factors: $3$ and $(x-4)$. Both the number and binomial are factors.
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Identify the factors of the expression $(x+2)(x-5)$.
Identify the factors of the expression $(x+2)(x-5)$.
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Factors: $(x+2)$ and $(x-5)$. The two binomials multiply to form the expression.
Factors: $(x+2)$ and $(x-5)$. The two binomials multiply to form the expression.
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What is the numerical coefficient in the term $-8x^3$?
What is the numerical coefficient in the term $-8x^3$?
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$-8$. The numerical coefficient includes the negative sign.
$-8$. The numerical coefficient includes the negative sign.
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What is the coefficient of $x^3$ in the expression $2x^3+7x-1$?
What is the coefficient of $x^3$ in the expression $2x^3+7x-1$?
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$2$. Look for the number multiplying $x^3$.
$2$. Look for the number multiplying $x^3$.
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Identify the constant term in the expression $2x^3+7x-1$.
Identify the constant term in the expression $2x^3+7x-1$.
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$-1$. The constant term has no variable.
$-1$. The constant term has no variable.
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How many terms are in the expression $-4x^2+3x-8$?
How many terms are in the expression $-4x^2+3x-8$?
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$3$ terms. Count parts separated by $+$ or $-$ signs.
$3$ terms. Count parts separated by $+$ or $-$ signs.
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Identify the terms in the expression $-4x^2+3x-8$.
Identify the terms in the expression $-4x^2+3x-8$.
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Terms: $-4x^2$, $3x$, $-8$. Identify each part separated by $+$ or $-$ signs.
Terms: $-4x^2$, $3x$, $-8$. Identify each part separated by $+$ or $-$ signs.
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What is the coefficient of $x$ in the expression $-4x^2+3x-8$?
What is the coefficient of $x$ in the expression $-4x^2+3x-8$?
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$3$. The coefficient of $x$ is $3$.
$3$. The coefficient of $x$ is $3$.
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Which term is the constant in the expression $-4x^2+3x-8$?
Which term is the constant in the expression $-4x^2+3x-8$?
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$-8$. The constant term has no variable.
$-8$. The constant term has no variable.
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What is the coefficient of $y$ in the expression $6y+2$?
What is the coefficient of $y$ in the expression $6y+2$?
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$6$. The coefficient is the number multiplying $y$.
$6$. The coefficient is the number multiplying $y$.
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Identify the constant term in the expression $6y+2$.
Identify the constant term in the expression $6y+2$.
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$2$. The constant term has no variable.
$2$. The constant term has no variable.
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Identify the factors of the term $ rac{2}{3}x$.
Identify the factors of the term $ rac{2}{3}x$.
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Factors: $ rac{2}{3}$ and $x$. Both the fraction and variable are factors.
Factors: $ rac{2}{3}$ and $x$. Both the fraction and variable are factors.
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What is the coefficient of $x$ in the term $0.5x$?
What is the coefficient of $x$ in the term $0.5x$?
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$0.5$. The coefficient is the decimal number.
$0.5$. The coefficient is the decimal number.
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What is the coefficient of $x$ in the term $-0.2x$?
What is the coefficient of $x$ in the term $-0.2x$?
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$-0.2$. The coefficient includes the negative sign.
$-0.2$. The coefficient includes the negative sign.
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How many terms are in the expression $x^2-9$?
How many terms are in the expression $x^2-9$?
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$2$ terms. Count parts separated by $+$ or $-$ signs.
$2$ terms. Count parts separated by $+$ or $-$ signs.
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Identify the factors of the term $x^2$.
Identify the factors of the term $x^2$.
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Factors: $x$ and $x$. $x^2$ means $x$ multiplied by itself.
Factors: $x$ and $x$. $x^2$ means $x$ multiplied by itself.
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Identify the factors of the term $9x^2y$.
Identify the factors of the term $9x^2y$.
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Factors: $9$, $x^2$, and $y$. All quantities multiplying together are factors.
Factors: $9$, $x^2$, and $y$. All quantities multiplying together are factors.
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