Explain the error in the solution below. what additional step needs to be completed? log x – log53 = 2log53 log x = 3log53 log x = log533 x = 27
Explain The Error In The Solution Below. What Additional Step Needs To Be Completed? Log X – Log53 = 2Log53 Log X = 3Log53 Log X = Log533 X = 27
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Explain The Error In The Solution Below. What Additional Step Needs To Be Completed? Log X – Log53 = 2Log53 Log X = 3Log53 Log X = Log533 X = 27. The error is that the logarithms have different bases (base 10 and base 5). Hello, so here we have our given log equation is log of x minus log of 53 is equal to two times log of 53.
Evaluate each of the following in terms of x and y if it is given x=log from www.youtube.com
Hello, so here we have our given log equation is log of x minus log of 53 is equal to two times log of 53. Explanation the error in the solution lies in the transition from. Our expert help has broken down your.
What Additional Step Needs To Be Completed?
So we proceed it by starting, To correct this, all logarithms must be converted to the same base before solving. Explanation the error in the solution lies in the transition from.
The Additional Step That Needs To Be Completed Is To Rewrite Logx = 3Log5 (3) As Logx = Log5 (3^3) Or Logx = Log5 (27).
Hello, so here we have our given log equation is log of x minus log of 53 is equal to two times log of 53. So the error in the solution we can find by applying our log. Our expert help has broken down your.
In Fact, The True Solution Is That X=59=1953125.
The error is that the logarithms have different bases (base 10 and base 5). The error in the solution and what additional step needs to be completed? The mistake is in the step 3 and additional step need to be added after it.
What Which Of The Following Did You Include In Your Additional Step Needs To Be Completed?
Thus, the additional step that needs to be completed is to correctly combine the logarithmic terms before concluding that x=27.
