There are an infinite number of solutions not included in the video. The full solution set is z = i*2*pi*n + Log( i*2*pi*m + Log( i*2*pi*k + ln(5/2) ) ) for any integers n, m, k
Andy Jackson served 2 terms. He was our 7th president. His 1828 election was so contentious we have to write it down twice (1828). Now take a right isosceles triangle (459045). 2.718281828459045. Now instead of not being able to remember the hundredths place you'll have 15 significant figures!
There are an infinite number of solutions not included in the video. The full solution set is
z = i*2*pi*n + Log( i*2*pi*m + Log( i*2*pi*k + ln(5/2) ) ) for any integers n, m, k
Andy Jackson served 2 terms. He was our 7th president. His 1828 election was so contentious we have to write it down twice (1828). Now take a right isosceles triangle (459045).
2.718281828459045. Now instead of not being able to remember the hundredths place you'll have 15 significant figures!
Interesting!
Taking the natural logarithm of ln(2.5) is where the complex logarithm comes into play.
Cool - BTW what's up with the towers today?
I feel towerful! 😁
@@aplusbi ha ha I see what u did there