Respuesta :
Answer:
a= 66.7%
b= 17.1%
c= 44.7%
d=59.0%
e= 82.9%
Step-by-step explanation:
got the answers off of edge
The relative frequency distribution of the two-way table can be calculated by taking the percentage of each frequency value by the total.
Calculating the missing alphabets which are the relative frequency values :
a = (cats n boys) / total = 38/57 = 66.7%
b = (birds n boys) / total = 6/35 = 17.1%
c = (row total) / subtotal = 76/170 = 44.7%
d = (dog n girls) / total = (46/78) × 100% = 59%
e = (birds n dog) / total = (29/35) × 100% = 82.9%
Therefore, the relative frequency values for the values in the two - way frequency column for a, b, c, d and e are ; 66.7% ; 17.1%; 44.7% ; 59% and 82.9% respectively.
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