What Is The Probability Of Green Sticks If Anna Has 538 Blue Sticks, 273 Red Sticks And 162 Green St

What is the probability of green sticks if Anna has 538 blue sticks, 273 red sticks and 162 green sticks?

Dont waste my points :(

 

\huge\rm{STAN \: EVERGLOW}

✒️\huge\tt\color{magenta}nderline{ANSWER:}

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First, we will add all the stick does Anna have.

  • \green{538 \: + \: 273 \: + \: 162 \: = \: 973}

Then turn them into a fraction by turning the denominator into 973.

  • \green{ \frac{538}{973} \: \frac{273}{973} \: \frac{162}{973} }

Therefore, the probability of the green stick is:

  • \green{ \frac{162}{973} }

Then divide it.

  • \green{162 \: ÷ \: 973 \: = \: 0.16649537512847}

Then change the result into percent.

  • \green{0.16649537512847 \: × \: 100\% \: = \: 16.649537512847}

So, the final answer is:

  • \rm\green{16.7\% \: is \: the \: probability \: of \: green \: sticks}

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✒️\huge\tt\color{magenta}nderline{EXPLANATION:}

\tt{Girls \: all \: over \: the \: word, \: Dance \: tonight}

\tt{And \: we \: could \: be \: anything, \: anything \: now}

\tt{Go \: crazy, \: no \: doubt \: Rowin \: for \: the \: crown}

\tt{\: Waving \: the \: flag, \: yeah~~}

#CarryOnLearning~


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