Related InterviewSolutions

• If log 2=.30103,find the number of digits in 256 .
• If log10 2=0.30103,find the value of log10 50.
• Find the value of x which satisfies the relation Log10 3+log10 (4x+1)=log10 (x+1)+1
• Simplify:[1/logxy(xyz)+1/logyz(xyz)+1/logzx(xyz)]
• 3log8x=​​​​​​​​log4(x+6)
• Evaluate log34 34
• Evaluate: log3 27