Let $f(x)=sin(2x).$ Approximate your

results $to$ THREE decimal places

$(ROUNDING).$

Use the $4^{th}$ degree Taylor polynomial

centered $at0\mathrm{.}5to$ approximate $f(0\mathrm{.}8).$

Answer: $f(0\mathrm{.}8)$~~

Find $an$ upper bound for the error $in$ your

approximation.

Answer: mantissa $=$

$,n=$write upper bound $in$ scientific notaiton