How many square feet are in $100$ $100$ $m^{2}$ $m^2$ ?

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How many square feet are in $100$ $100$ $m^{2}$ $m^2$ ?

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Answer 1 · 2018-03-09T00:08:23

$1076 {ft}^{2}$ $1076"ft"^2$

Explanation:

First we obtain the conversion of feet to meters. Then we can square that to get the factor for $\frac{{ft}^{2}}{m^{2}}$ $"ft"^2/m^2$ .

$1 ft = 0.3048 m$ $1 "ft" = 0.3048m$
$1 {ft}^{2} = {0.3048}^{2} m^{2} = 0.0929 m^{2}$ $1 "ft"^2 = 0.3048^2m^2 = 0.0929m^2$

Now we can use this factor for the desired conversion:
$\frac{1 {ft}^{2}}{0.0929 m^{2}} \times 100 m^{2} = 1076 {ft}^{2}$ $(1"ft"^2)/(0.0929m^2)xx100m^2 = 1076"ft"^2$

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