From the data below, calculate the upper and lower Bollinger bands, which represent plus $($or minus$)$ two standard deviations of the $20-$day simple moving average added $($subtracted$)$ from the $20-$day simple moving average. If the daily price approaches or exceeds the upper Bollinger band, traders will look for a continued upward movement in the stock price. Graph the $20-$day simple moving average, the upper and lower Bollinger bands, and the price of the stock. Does the graph tell you that traders expect continued strength or weakness in the stock price?

Note: Do not round intermediate calculations. Round your answers to $2$ decimal places.

$\backslash$table$[[$Date$,\backslash$table$[[$AAPL$],[$Close$]],\backslash$table$[[20-$Day Simple$],[$Moving Average$]],\backslash$table$[[$Standard Deviation of$],[20-$Day Moving$],[$Average$]],\backslash$table$[[$Lower$],[$Bollinger Band$]],\backslash$table$[[$Upper$],[$Bollinger Band$]]],[\frac{3}{26}\frac{?}{2022},186\mathrm{.}79,180\mathrm{.}88,3\mathrm{.}40,,],[\frac{3}{27}\frac{?}{2022},188\mathrm{.}47,181\mathrm{.}50,3\mathrm{.}60,,],[\frac{3}{28}\frac{?}{2022},188\mathrm{.}72,182\mathrm{.}18,3\mathrm{.}80,,],[\frac{3}{29}\frac{?}{2022},189\mathrm{.}95,182\mathrm{.}96,4\mathrm{.}00,,],[\frac{4}{1}\frac{?}{2022},191\mathrm{.}24,183\mathrm{.}71,4\mathrm{.}20,,],[\frac{4}{2}\frac{?}{2022},194\mathrm{.}02,184\mathrm{.}48,4\mathrm{.}39,,],[\frac{4}{3}\frac{?}{2022},195\mathrm{.}35,185\mathrm{.}40,4\mathrm{.}57,,],[\frac{4}{4}\frac{?}{2022},195\mathrm{.}69,186\mathrm{.}45,4\mathrm{.}72,,],[\frac{4}{5}\frac{?}{2022},197\mathrm{.}00,187\mathrm{.}61,4\mathrm{.}86,,],[\frac{4}{8}\frac{?}{2022},200\mathrm{.}10,188\mathrm{.}81,4\mathrm{.}99,,],[\frac{4}{9}\frac{?}{2022},199\mathrm{.}50,189\mathrm{.}87,5\mathrm{.}10,,?$