a survey asks several males and females whether they preferred sunny days or snowy days. the results of the…

a survey asks several males and females whether they preferred sunny days or snowy days. the results of the survey are shown in the two - way table.\n\n| |sunny|snowy|\n|--|--|--|\n|male|17|11|\n|female|15|16|\n\nenter your answers in the boxes to convert the two - way table to a two - way relative frequency table.\nexpress the answers in decimal form and round to the nearest thousandth.\n\n| |sunny|snowy|\n|--|--|--|\n|male| | |\n|female| | |

a survey asks several males and females whether they preferred sunny days or snowy days. the results of the survey are shown in the two - way table.\n\n| |sunny|snowy|\n|--|--|--|\n|male|17|11|\n|female|15|16|\n\nenter your answers in the boxes to convert the two - way table to a two - way relative frequency table.\nexpress the answers in decimal form and round to the nearest thousandth.\n\n| |sunny|snowy|\n|--|--|--|\n|male| | |\n|female| | |

Answer

Explanation:

Step1: Calculate total number of people

$17 + 11+15 + 16=59$

Step2: Calculate relative - frequency for male and sunny

$\frac{17}{59}\approx0.288$

Step3: Calculate relative - frequency for male and snowy

$\frac{11}{59}\approx0.186$

Step4: Calculate relative - frequency for female and sunny

$\frac{15}{59}\approx0.254$

Step5: Calculate relative - frequency for female and snowy

$\frac{16}{59}\approx0.271$

Answer:

Sunny Snowy
Male 0.288 0.186
Female 0.254 0.271