Q. 2. Jika log2=0,3010 dan log3=0,4771, nilai dari log 5 adalah . ...A. 0,7781D. 0,3224B. 0,6990E. 0,1436C. 0,5229
Use Log Relationship: Use the relationship between the logs of prime numbers to find the value of log5. We know that log(ab)=loga+logb. Since 10 is the product of 2 and 5, we can write log10 as log(2×5) which is equal to log2+log5. We also know that log10=1. So, log2+log5=1.
Substitute Log 2: Substitute the given value of log 2 into the equation.log2+log5=10.3010+log5=1
Solve for log5: Solve for log5.log5=1−0.3010log5=0.6990