Solve for H
H=\frac{137181}{40\Delta }
\Delta \neq 0
Solve for Δ
\Delta =\frac{137181}{40H}
H\neq 0
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\Delta H=\frac{12471}{1000}\left(573-298\right)
Multiply \frac{3}{2} and 8.314 to get \frac{12471}{1000}.
\Delta H=\frac{12471}{1000}\times 275
Subtract 298 from 573 to get 275.
\Delta H=\frac{137181}{40}
Multiply \frac{12471}{1000} and 275 to get \frac{137181}{40}.
\frac{\Delta H}{\Delta }=\frac{\frac{137181}{40}}{\Delta }
Divide both sides by \Delta .
H=\frac{\frac{137181}{40}}{\Delta }
Dividing by \Delta undoes the multiplication by \Delta .
H=\frac{137181}{40\Delta }
Divide \frac{137181}{40} by \Delta .
\Delta H=\frac{12471}{1000}\left(573-298\right)
Multiply \frac{3}{2} and 8.314 to get \frac{12471}{1000}.
\Delta H=\frac{12471}{1000}\times 275
Subtract 298 from 573 to get 275.
\Delta H=\frac{137181}{40}
Multiply \frac{12471}{1000} and 275 to get \frac{137181}{40}.
H\Delta =\frac{137181}{40}
The equation is in standard form.
\frac{H\Delta }{H}=\frac{\frac{137181}{40}}{H}
Divide both sides by H.
\Delta =\frac{\frac{137181}{40}}{H}
Dividing by H undoes the multiplication by H.
\Delta =\frac{137181}{40H}
Divide \frac{137181}{40} by H.
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