Answer :
Answer:
d. The number e is another way to express the number π
Step-by-step explanation:
You want to know the false statement among those offered.
a. 2.718
The first few digits of the irrational number e are 2.718281828459045...
(true)
b. Natural
Leonard Euler identified e as the value of 1 compounded continuously at an annual rate of 100%. More than 100 years earlier, John Napier computed and published tables of the logarithms of trig functions. The base was related to e, but he didn't call it that (or even know its value).
(true)
c. Special
The value e is sufficiently "special" that most scientific calculators have a button for it. It shows up in many formulas, especially those related to growth, decay, and logarithms.
(true)
d. Pi
Some expressions involving both e and π can make it look like there might be a relation.
In complex numbers, Euler's identity e^(iπ)+1 = 0 involves both irrational numbers. However, there is no known algebraic relationship between π and e.
(false)
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