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2 Answers

1 vote

Answer: A

Explanation:

User AkselA
by
8.0k points
3 votes

Answer:

-1, 0

Explanation:

Hello!

We can test each solution for by substituting the value for x, and see if the inequality is true.

x = -1:


  • (3(-1)^2)/((-1)^2+3) < 1

  • \frac34 < 1

This inequality is true.

x = -2:


  • (3(-2)^2)/((-2)^2+3) < 1

  • (12)/(7) < 1

This inequality is not true because 12/7 is greater than 1.

x = 0:


  • (3(0)^2)/((0)^2+3) < 1

  • 0 < 1

This is inequality is true.

x = 3:


  • (3(3)^2)/((3)^2+3) < 1

  • (27)/(12) < 1

This inequality is not true because 27/12 is greater than 1.

The solutions that work are -1 and 0.

User Regestea
by
8.4k points

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