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21 Apr 2020
The power produce by a wind turbine depends on the speed of the wind. If a windmill as blades
meter long, then the power
produce by the turbine is molded by
![](data:image/png;base64,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)
Where
is measured in watts
and
is measured in meter per second
. Graph the function
for wind speed
and
.
![](data:image/png;base64,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)
The power produce by a wind turbine depends on the speed of the wind. If a windmill as blades meter long, then the power
produce by the turbine is molded by
Where is measured in watts
and
is measured in meter per second
. Graph the function
for wind speed
and
.
Trinidad TremblayLv2
14 May 2020