A cell phone tower has a safety light and it blinks once in every $2.5$ seconds to warn airplanes of its location. If $f (m)$ is the total number of times this light blinks in $m$ minutes, then $f (m)$ is defined by

f (m) = 2.5 m

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f (m) = \frac{3.5 m}{60}

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f (m) = \frac{60 m}{2.5}

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f (m) = 210 m

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Solution

The correct option is C $f (m) = \frac{60 m}{2.5}$
A cell phone tower has a safety light and it blinks once in every 2.5 seconds to warn airplanes of its location.
If f(m) the total number of time light blinks in m
Then f(m)= $\frac{60 m}{2.5}$

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A cell phone tower has a safety light and it blinks once in every 2.5 seconds to warn airplanes of its location. If f(m) is the total number of times this light blinks in m minutes, then f(m) is defined by

The correct option is C f(m)=60m2.5A cell phone tower has a safety light and it blinks once in every 2.52.5 seconds to warn airplanes of its location. If f(m) the total number of time light blinks in mThen f(m)=60m2.5

A cell phone tower has a safety light and it blinks once in every $2.5$ seconds to warn airplanes of its location. If $f (m)$ is the total number of times this light blinks in $m$ minutes, then $f (m)$ is defined by

The correct option is C $f (m) = \frac{60 m}{2.5}$
A cell phone tower has a safety light and it blinks once in every 2.5 seconds to warn airplanes of its location.
If f(m) the total number of time light blinks in m
Then f(m)= $\frac{60 m}{2.5}$