Solution: Solve for the value of x: log 2x^3 + log 6/x = 6.278

Solve for the value of x: log 2x^3 + log 6/x = 6.278. How to find the value of x in the logarithmic equation?

Solve for the value of x: log 2x^3 + log 6/x = 6.278

Problem Statement:

Solve for the value of x: log 2x^3 + log 6/x = 6.278

  • A. 379.65
  • B. 365.97
  • C. 397.56
  • D. 356.79

Problem Answer:

The vale of is equal to ± 397.56.

Solution:

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