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Algebra 1 : Linear Equations

Study concepts, example questions & explanations for Algebra 1

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All Algebra 1 Resources

10 Diagnostic Tests 557 Practice Tests Question of the Day Flashcards Learn by Concept

Example Questions

Example Question #101 : How To Write Expressions And Equations

Express less than .

Possible Answers:

x-50

50-x

50x

x+50

$\frac{50}{x}$

Correct answer:

50-x

Explanation:

Take every word and translate into math. less than means that you need to subtract to something. That something is so just combine them to have an expression of 50-x .

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Example Question #1021 : Linear Equations

Express times .

Possible Answers:

71+x

71x

$x^{71}$

71^x

71=x

Correct answer:

71x

Explanation:

Take every word and translate into math. Times indicates multiplication. So we multiply and to get 71x .

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Example Question #1022 : Linear Equations

Express the quotient of and .

Possible Answers:

27-x

$\frac{x}{27}$

27x

x-27

$\frac{27}{x}$

Correct answer:

$\frac{27}{x}$

Explanation:

Take every word and translate into math. Quotient indicates division. So we have listed first being the numerator and listed last being the denominator. Our answer is $\frac{27}{x}$ .

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Example Question #1024 : Algebra 1

Express the sum of times and quotient of and .

Possible Answers:

4x+6+y

$4x=\frac{6}{y}$

$4+x+\frac{6}{y}$

$4x+\frac{6}{y}$

4+x+6+y

Correct answer:

$4x+\frac{6}{y}$

Explanation:

Take every word and translate into math. Sum means addition. Times indicates multiplication. So we multiply and to get . Quotient indicates division. So we have listed first being the numerator and listed last being the denominator. Overall, we have $\frac{6}{y}$ . Finally, putting it together, we get $4x+\frac{6}{y}$ .

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Example Question #1025 : Algebra 1

Express the difference of times and quotient of and .

Possible Answers:

$8y-\frac{3}{x}$

$\frac{8}{y}-3-x$

8y-3-x

$\frac{8}{y}-3x$

$8-y-\frac{3}{x}$

Correct answer:

$8y-\frac{3}{x}$

Explanation:

Take every word and translate into math. Difference means subtraction. Times indicates multiplication. So we multiply and to get . Quotient indicates division. So we have listed first being the numerator and listed last being the denominator. Overall, we have $\frac{3}{x}$ . Finally, putting it together, we get $8y-\frac{3}{x}$ .

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Example Question #1026 : Algebra 1

Express the quotient of and .

Possible Answers:

49x

49-x

x-49

$\frac{x}{49}$

$\frac{49}{x}$

Correct answer:

$\frac{x}{49}$

Explanation:

Take every word and translate into math. Quotient indicates division. So we have listed first being the numerator and listed last being the denominator. Our answer is $\frac{x}{49}$ .

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Example Question #1023 : Linear Equations

Express the sum of and is .

Possible Answers:

x+y=12

x=y=12

y+12=x

x+y+12

x+12=y

Correct answer:

x+y=12

Explanation:

Take every word and translate into math. Sum means addition. Is means equal. So, we have x+y=12 as our answer.

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Example Question #1024 : Linear Equations

Express the difference of and is times .

Possible Answers:

y-x-4-b

x-y-4b

y-x-4b

x-y=4b

y-x=4b

Correct answer:

x-y=4b

Explanation:

Take every word and translate into math. Difference means subtraction. So then we have x-y . Is means equal. Then, times indicates multiplication. So we multiply and to get . Putting it together, we get x-y=4b .

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Example Question #1029 : Algebra 1

Express the product of and that is less than

Possible Answers:

xy=10+a

xy=10-a

10axy

x+y=10-a

xy=a-10

Correct answer:

xy=a-10

Explanation:

Take every word and translate into math. Product indicates multiplication. So we multiply and to get . Is means equal. . less than means that you need to subtract to something. That something is so just combine them to have an expression of a-10 . Putting it together, we get xy=a-10 .

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Example Question #1030 : Algebra 1

Express less than as the sum of and .

Possible Answers:

x-40-c=d

40-x=c+d

x-40=c+d

x-40-c-d

40-x-c-d

Correct answer:

40-x=c+d

Explanation:

Take every word and translate into math. less than means that you need to subtract to something. That something is so just combine them to have an expression of 40-x . Is means equal. Sum means addition. So, we have c+d . Finally, putting it together we have 40-x=c+d .

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Algebra 1 : Linear Equations

Study concepts, example questions & explanations for Algebra 1

All Algebra 1 Resources

Example Questions

Example Question #101 : How To Write Expressions And Equations

Example Question #1021 : Linear Equations

Example Question #1022 : Linear Equations

Example Question #1024 : Algebra 1

Example Question #1025 : Algebra 1

Example Question #1026 : Algebra 1

Example Question #1023 : Linear Equations

Example Question #1024 : Linear Equations

Example Question #1029 : Algebra 1

Example Question #1030 : Algebra 1

All Algebra 1 Resources

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