Converting Units

You can convert from one unit to another using Solve + Exact.

$\blacktriangleright$ To convert units

$\blacktriangleright$ Solve + Exact

47$\unit$lb = x$\unit$kg, Solution is : $\left\{\vphantom{ x=209.\,07\frac{\unit{m}}{%
\unit{s}^{2}}}\right.$x = 209. 07${\frac{{\unit{m}}}{{%
\unit{s}^{2}}}}$$\left.\vphantom{ x=209.\,07\frac{\unit{m}}{%
\unit{s}^{2}}}\right\}$


47${\frac{{\unit{lb}}}{{\unit{kg}}}}$ = x, Solution is : $\left\{\vphantom{
x=209.\,\allowbreak 07\frac{\unit{m}}{\unit{s}^{2}}}\right.$x = 209. 07${\frac{{\unit{m}}}{{\unit{s}^{2}}}}$$\left.\vphantom{
x=209.\,\allowbreak 07\frac{\unit{m}}{\unit{s}^{2}}}\right\}$


7$\unit$ft = x$\unit$in, Solution is : $\left\{\vphantom{ x=84.0}\right.$x = 84.0$\left.\vphantom{ x=84.0}\right\}$


7${\frac{{\unit{ft}}}{{\unit{in}}}}$ = x, Solution is : $\left\{\vphantom{ x=84.0}\right.$x = 84.0$\left.\vphantom{ x=84.0}\right\}$


7$\unit$ft = x$\unit$m, Solution is : $\left\{\vphantom{ x=2.\,1336}\right.$x = 2. 1336$\left.\vphantom{ x=2.\,1336}\right\}$


60${\frac{{\unit{mi}}}{{\unit{h}}}}$ = x${\frac{{\unit{ft}}}{{\unit{s}}}}$, Solution is : $\left\{\vphantom{ x=87.\,981}\right.$x = 87. 981$\left.\vphantom{ x=87.\,981}\right\}$


60${\frac{{\unit{mi}}}{{\unit{h}}}}$ = x${\frac{{\unit{km}}}{{\unit{h}}}}$, Solution is : $\left\{\vphantom{ x=96.\,54}\right.$x = 96. 54$\left.\vphantom{ x=96.\,54}\right\}$


1$\unit$acre$\unit$ft = x$\unit$gal, Solution is : $\left\{\vphantom{
x=3.\,\allowbreak 258\,5\times 10^{5}}\right.$x = 3. 258 5×105$\left.\vphantom{
x=3.\,\allowbreak 258\,5\times 10^{5}}\right\}$

$\blacktriangleright$ Define + New Definition

G = 9.8${\frac{{\unit{m}}}{{\unit{s}^{2}}}}$

$\blacktriangleright$ Solve + Exact

x$\unit$lb = G$\unit$kg, Solution is : $\left\{\vphantom{ x=2.\,2031}\right.$x = 2. 2031$\left.\vphantom{ x=2.\,2031}\right\}$