Assume you are given a rectangular channel with a bottom width of $10\mathrm{.}00$ feet and Q $=209$ cfs$.$ Assume that the channel is relatively horizontal and there is a $1-$foot step. If the assume normal depth upstream is $6\mathrm{.}7$ feet. Determine the specific energy at the step in feet to the hundredths $($report below$).$ On scratch paper also determine the depth of flow at the step in feet to the hundredths.

Please enter your answer as a numeric value only $($excluding units$)$ rounded to the nearest tenths place.

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