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\( \sum f(x) = F(x) + g(x) \)

$$\sqrt{12*32}$$

\(A^2 + B^2 = C^2\)

$$A_{sv} = (A_{sd} * Sn_w) - I_{vol}$$

Where:

- \(A_{sv}\) = Average snowmelt volume (depth/unit area)
- \(A_{sd}\) = Average snowpack depth at the initiation of the snowmelt period
- \(Sn_w\) = Typical snowpack water at time of melt
- \(I_{vol}\) = Estimated infiltration volume likely to occur during a 10-day melt period.

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