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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 #751 : High School: Algebra

Is the point $\left(30,9\right)$ included in the inequality $y\geq16 x^{3}$ ?

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. $9\geq16\cdot30^{3}$ $9\geq16\cdot27000$ $9\geq432000$

Since is not greater than or equal to 432000 the point is not included in the inequality.

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Example Question #752 : High School: Algebra

Is the point $\left(17,13\right)$ included in the inequality $y\geq32 x^{2}$ ?

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. $13\geq32\cdot17^{2}$ $13\geq32\cdot289$ $13\geq9248$

Since is not greater than or equal to 9248 the point is not included in the inequality.

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Example Question #753 : High School: Algebra

Is the point $\left(8,10\right)$ included in the inequality $y\geq11 x^{3}$ ?

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. $10\geq11\cdot8^{3}$ $10\geq11\cdot512$ $10\geq5632$

Since is not greater than or equal to 5632 the point is not included in the inequality.

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Example Question #754 : High School: Algebra

Is the point $\left(43,10\right)$ included in the inequality $y\geq- 39 x^{3}$ ?

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. $10\geq-39\cdot43^{3}$ $10\geq-39\cdot79507$ $10\geq-3100773$

Since is greater thanthe point is included in the inequality.

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Example Question #755 : High School: Algebra

Is the point $\left(45,41\right)$ included in the inequality $y\geq28 x^{5}$ ?

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. $41\geq28\cdot45^{5}$ $41\geq28\cdot184528125$ $41\geq5166787500$

Since is not greater than or equal to 5166787500 the point is not included in the inequality.

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Example Question #756 : High School: Algebra

Is the point $\left(12,35\right)$ included in the inequality $y\geqx^{2}$ ?

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. $35\geq1\cdot12^{2}$ $35\geq1\cdot144$ $35\geq144$

Since is greater than 144 the point is included in the inequality.

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Example Question #757 : High School: Algebra

Is the point $\left(38,-27\right)$ included in the inequality $y\geq- 17 x^{6}$ ?

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. $-27\geq-17\cdot38^{6}$ $-27\geq-17\cdot3010936384$ $-27\geq-51185918528$

Since is greater thanthe point is included in the inequality.

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Example Question #758 : High School: Algebra

Is the point $\left(34,-28\right)$ included in the inequality $y\geq- 26 x^{3}$ ?

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. $-28\geq-26\cdot34^{3}$ $-28\geq-26\cdot39304$ $-28\geq-1021904$

Since is greater thanthe point is included in the inequality.

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Example Question #759 : High School: Algebra

Is the point $\left(47,-18\right)$ included in the inequality $y\geq- 7 x^{5}$ ?

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. $-18\geq-7\cdot47^{5}$ $-18\geq-7\cdot229345007$ $-18\geq-1605415049$

Since is greater thanthe point is included in the inequality.

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Example Question #760 : High School: Algebra

Is the point $\left(35,-32\right)$ included in the inequality $y\geq- 32 x^{2}$ ?

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. $-32\geq-32\cdot35^{2}$ $-32\geq-32\cdot1225$ $-32\geq-39200$

Since is greater thanthe point is included in the inequality.

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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

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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 #751 : High School: Algebra

Example Question #752 : High School: Algebra

Example Question #753 : High School: Algebra

Example Question #754 : High School: Algebra

Example Question #755 : High School: Algebra

Example Question #756 : High School: Algebra

Example Question #757 : High School: Algebra

Example Question #758 : High School: Algebra

Example Question #759 : High School: Algebra

Example Question #760 : High School: Algebra

All Common Core: High School - Algebra Resources

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