the two - way frequency table below shows data on twins in a patients family history and pregnancies with…

the two - way frequency table below shows data on twins in a patients family history and pregnancies with twins for pregnancies dr. ward has attended. complete the following two - way table of row relative frequencies. (if necessary, round your answers to the nearest hundredth.) twins in family history twins not in family history twins born 8 26 single child born 125 841 twins in family history twins not in family history row total twins born 1.00 single child born 1.00

the two - way frequency table below shows data on twins in a patients family history and pregnancies with twins for pregnancies dr. ward has attended. complete the following two - way table of row relative frequencies. (if necessary, round your answers to the nearest hundredth.) twins in family history twins not in family history twins born 8 26 single child born 125 841 twins in family history twins not in family history row total twins born 1.00 single child born 1.00

Answer

Explanation:

Step1: Calculate row - total for 'Twins born'

The total number of 'Twins born' is $8 + 26=34$.

Step2: Calculate row - relative frequency for 'Twins born' with twins in family history

The row - relative frequency is $\frac{8}{34}\approx0.24$.

Step3: Calculate row - relative frequency for 'Twins born' with no twins in family history

The row - relative frequency is $\frac{26}{34}\approx0.76$.

Step4: Calculate row - total for 'Single child born'

The total number of 'Single child born' is $125+841 = 966$.

Step5: Calculate row - relative frequency for 'Single child born' with twins in family history

The row - relative frequency is $\frac{125}{966}\approx0.13$.

Step6: Calculate row - relative frequency for 'Single child born' with no twins in family history

The row - relative frequency is $\frac{841}{966}\approx0.87$.

Answer:

Twins in family history Twins not in family history Row total
Twins born 0.24 0.76 1.00
Single child born 0.13 0.87 1.00