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alisynamant
alisynamant alisynamant
  • 11-01-2017
  • Mathematics
Answered

What is the solution of log(2x-5) 25 = 2?

Verified Answer :

Anonymous Anonymous
  • 11-01-2017

Step 1: Divide both sides by 25.25(log(2x−5))25=225log(2x−5)=225Step 2: Solve Logarithm.log(2x−5)=22510log(2x−5)=10225(Take exponent of both sides)2x−5=102252x−5=1.2022642x−5+5=1.202264+5(Add 5 to both sides)2x=6.2022642x2=6.2022642(Divide both sides by 2)x=3.101132

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