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The solution is unnecessarily complicated. Start by dividing bith if the given expression by 5. This gives 5^x=10. Next take log of both sides.
Hell ya it was actually of of easiest que I solve on logarithm
log5^x+1=log5.10X+1)log5=log5+log10X+1=log5/log5+1/log5X+1=1+1/log5X=1/log5
Any reason why you didn't simplify log(10) as 1 ? Your answer is correct (same as mine, I checked) but it's cumbersome
This would be easier to solve
Log10/log5
@@PiyushAgarwal-zb6uk and what is log(10) ? 😉...we do know that log() function has 10 as its base
Yes I can! Is't this way too easy for Olympiad especially a German one ?5× * 5 = 5 * 105× = 10log(5×) = log(10)x * log(5) = 1x = 1/log(5) = 1.4306765581
The solution is unnecessarily complicated. Start by dividing bith if the given expression by 5. This gives 5^x=10. Next take log of both sides.
Hell ya it was actually of of easiest que I solve on logarithm
log5^x+1=log5.10
X+1)log5=log5+log10
X+1=log5/log5+1/log5
X+1=1+1/log5
X=1/log5
Any reason why you didn't simplify log(10) as 1 ? Your answer is correct (same as mine, I checked) but it's cumbersome
This would be easier to solve
Log10/log5
@@PiyushAgarwal-zb6uk and what is log(10) ? 😉
...we do know that log() function has 10 as its base
Yes I can! Is't this way too easy for Olympiad especially a German one ?
5× * 5 = 5 * 10
5× = 10
log(5×) = log(10)
x * log(5) = 1
x = 1/log(5) = 1.4306765581