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Common Core: High School - Algebra : High School: Algebra

Study concepts, example questions & explanations for Common Core: High School - Algebra

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All Common Core: High School - Algebra Resources

8 Diagnostic Tests 97 Practice Tests Question of the Day Flashcards Learn by Concept

Example Questions

Example Question #701 : High School: Algebra

Is the point $\left(24,42\right)$ included in the inequality $y\geq- 30 x^{3}$ ?

Possible Answers:

Yes

Correct answer:

Yes

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $42\geq-30\cdot24^{3}$ $42\geq-30\cdot13824$ $42\geq-414720$

Since is greater than the point is included in the inequality.

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Example Question #702 : High School: Algebra

Is the point $\left(10,-49\right)$ included in the inequality $y\geq31 x^{3}$ ?

Possible Answers:

Yes

Correct answer:

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $-49\geq31\cdot10^{3}$ $-49\geq31\cdot1000$ $-49\geq31000$

Since is not greater than or equal to 31000 the point is not included in the inequality.

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Example Question #703 : High School: Algebra

Is the point $\left(21,39\right)$ included in the inequality $y\geq- 22 x^{6}$ ?

Possible Answers:

Yes

Correct answer:

Yes

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $39\geq-22\cdot21^{6}$ $39\geq-22\cdot85766121$ $39\geq-1886854662$

Since is greater than the point is included in the inequality.

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Example Question #704 : High School: Algebra

Is the point $\left(28,-2\right)$ included in the inequality $y\geq4 x^{3}$ ?

Possible Answers:

Yes

Correct answer:

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $-2\geq4\cdot28^{3}$ $-2\geq4\cdot21952$ $-2\geq87808$

Since is not greater than or equal to 87808 the point is not included in the inequality.

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Example Question #705 : High School: Algebra

Is the point $\left(48,2\right)$ included in the inequality $y\geq29 x^{2}$ ?

Possible Answers:

Yes

Correct answer:

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $2\geq29\cdot48^{2}$ $2\geq29\cdot2304$ $2\geq66816$

Since is not greater than or equal to 66816 the point is not included in the inequality.

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Example Question #706 : High School: Algebra

Is the point $\left(35,-5\right)$ included in the inequality $y\geq- 4 x^{2}$ ?

Possible Answers:

Yes

Correct answer:

Yes

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $-5\geq-4\cdot35^{2}$ $-5\geq-4\cdot1225$ $-5\geq-4900$

Since is greater than the point is included in the inequality.

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Example Question #707 : High School: Algebra

Is the point $\left(24,26\right)$ included in the inequality $y\geq6 x^{4}$ ?

Possible Answers:

Yes

Correct answer:

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $26\geq6\cdot24^{4}$ $26\geq6\cdot331776$ $26\geq1990656$

Since is not greater than or equal to 1990656 the point is not included in the inequality.

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Example Question #708 : High School: Algebra

Is the point $\left(22,20\right)$ included in the inequality $y\geq30 x^{6}$ ?

Possible Answers:

Yes

Correct answer:

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $20\geq30\cdot22^{6}$ $20\geq30\cdot113379904$ $20\geq3401397120$

Since is not greater than or equal to 3401397120 the point is not included in the inequality.

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Example Question #709 : High School: Algebra

Is the point $\left(48,-18\right)$ included in the inequality $y\geq4 x^{2}$ ?

Possible Answers:

Yes

Correct answer:

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $-18\geq4\cdot48^{2}$ $-18\geq4\cdot2304$ $-18\geq9216$

Since is not greater than or equal to 9216 the point is not included in the inequality.

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Example Question #710 : High School: Algebra

Is the point $\left(23,13\right)$ included in the inequality $y\geq26 x^{5}$ ?

Possible Answers:

Yes

Correct answer:

Explanation:

To see if the point is included in the inequality, we need to plug in the $\uptext{x}$ value. $13\geq26\cdot23^{5}$ $13\geq26\cdot6436343$ $13\geq167344918$

Since is not greater than or equal to 167344918 the point is not included in the inequality.

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All Common Core: High School - Algebra Resources

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Common Core: High School - Algebra : High School: Algebra

Study concepts, example questions & explanations for Common Core: High School - Algebra

All Common Core: High School - Algebra Resources

Example Questions

Example Question #701 : High School: Algebra

Example Question #702 : High School: Algebra

Example Question #703 : High School: Algebra

Example Question #704 : High School: Algebra

Example Question #705 : High School: Algebra

Example Question #706 : High School: Algebra

Example Question #707 : High School: Algebra

Example Question #708 : High School: Algebra

Example Question #709 : High School: Algebra

Example Question #710 : High School: Algebra

All Common Core: High School - Algebra Resources

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