Math, asked by abhi21gour, 8 months ago

Solve the following inequality:
2x^2+ 1/x > 0​

Answers

Answered by suryanshazmjrs02
1

Step-by-step explanation:

In Real no. minus no doesn't have negative square but in cube case we have negative term because of odd time multiplication.

[ (2x^3 + 1 ) / x ] > 0

x > 0 and x > cube root of (-1/2)

x € (cube root of (-1/2) , infinity)

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