Question

Which list shows the expressions from least to greatest for very large values of x? A. x + 10 , x^10 , 10^x , (1/10)^xB. (1/10)^x , x+10, x^10 , 10^xC. (1/10)^x , 10^x , x+10 , x^10D. x+10 , (1/10)^x , x^10, 10^x

Answer 1

for this we give x a large value, e.g. x = 50 and replace it with, this is:

`\begin{gathered} x+10=50+10=60 \\ x^(10)=50^{10^{}}=9*10^(16) \\ 10^x=10^(50)=1*10^(50) \end{gathered}`

the order is

`\begin{gathered} ((1)/(10))^x \\ x+10 \\ x^(10) \\ 10^x \end{gathered}`

answer: the second one