which of the following is the value of $e^{2}$ correct to 3 decimal places?\n2.718\n5.437\n0.693\n7.389
which of the following is the value of $e^{2}$ correct to 3 decimal places?\n2.718\n5.437\n0.693\n7.389
Answer
Explanation:
Step1: Recall the value of (e)
The value of (e\approx2.71828)
Step2: Calculate (e^{2})
[ \begin{align*} e^{2}&=(2.71828)^{2}\ &=2.71828\times2.71828\ & = 7.3890560384 \end{align*} ]
Step3: Round to 3 decimal places
Looking at the fourth decimal place (0 in (7.3890560384)), we round (7.3890560384) to (7.389)
Answer:
7.389