Transcendental Numbers...1

Do you remember when calculators did not exist? I do!
We used tables of logarithms.
[math]\log(e^{\pi}}= \pi \log(e)= 3.1416(0.4343)= 1.3644[/math].
The you look up 0,3644 in the body of the table to see that 0.3644 is the logarithm of 2.3142. Multiplying that by 10, for the leading "1", [math]e^{\pi}= 23.142[/math].

Similarly, [math]\log(\pi^e}= e \log(\pi)= 2.7183(0.4971)= 1.3514[/math]
Look up 0,3514 in the body of the table to see that 0,3514 is the logarithm of 2.2459. Multiplying that by 10, for the leading "1", [math]\pi^e= 22.459[/math].
 
What is e^pie?
The value of e^pie is approximately 23.1407.

What is pi^e?
The value of pi^e is approximately 22.4592.|

These calculations are typically done using a calculator or computer, as they involve irrational numbers and transcendental functions. While some approximations or logarithmic methods might provide rough estimates, precise values cannot be computed accurately without the aid of a calculator.

It is not the easy task to complete these types of question. You need to practice it more and solve a lot of assignments to get complete command on it. You can find the samples or get assignment assistance related to it at mathsassignmenthelp website. You can also contact them at: +1 (315) 557-6473.
 
Do you remember when calculators did not exist? I do!
We used tables of logarithms.
[math]\log(e^{\pi}}= \pi \log(e)= 3.1416(0.4343)= 1.3644[/math].
The you look up 0,3644 in the body of the table to see that 0.3644 is the logarithm of 2.3142. Multiplying that by 10, for the leading "1", [math]e^{\pi}= 23.142[/math].

Similarly, [math]\log(\pi^e}= e \log(\pi)= 2.7183(0.4971)= 1.3514[/math]
Look up 0,3514 in the body of the table to see that 0,3514 is the logarithm of 2.2459. Multiplying that by 10, for the leading "1", [math]\pi^e= 22.459[/math].
Hello. My name is Guido Feliz.
I took a break from mathematics for one year dealing with stressful situations in my life. I am now ready to return and begin a self-study of Precalculus working my way back to Multivariable Calculus. For me, it is a return to my math college days, a walk down memory lane. You are welcome to come along for the ride.
 
NO, have to use calculator
Hello. My name is Guido Feliz.
I took a break from mathematics for one year dealing with stressful situations in my life. I am now ready to return and begin a self-study of Precalculus working my way back to Multivariable Calculus. For me, it is a return to my math college days, a walk down memory lane. You are welcome to come along for the ride.
 

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