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The Roman method for addressing uncertainty in design was to build a copy of a design that was satisfactory and had

proven durable. Although the early Romans did not have the intellectual tools to deal with scaling size up or down, you do$.$

Consider a simblv sundorted. rectangular$-$cross$-$section beam with a concentrated load $F,$ as depicted in the figure.

If the height of the beam $h$ is scaled up by a factor of $10\mathrm{.}00,$ what concentrated force $F$ will the beam be able to support?

$F_m=,F$