Answer
$101,000 \;cm^2 $.
Work Step by Step
Given values are:-
Radius of the can $r=2.18\; cm$.
Length of the can $h=7.38\;cm$.
Labels will be used on the lateral surface area. Formula for the lateral surface area is
$A=2\pi r h$
Plug all values.
$A=2\pi (2.18\;cm) (7.38\;cm)$
Simplify.
$A=101 \; {cm}^2$ (rounded value.)
Hence, the amount (area) of paper used for labels for one can is $=101cm^2$.
For $1000$ cans
$=101\;cm^2 \times 1000 $
$=101,000 \;cm^2 $.
