1)
The regression equation is
y=31 x + 1501
y is the infant’s birth weight (g)
x is the mother’s weight (kg)
For every 1 Kg increase in a mother’s weight, the infant’s birth weight increases by 31 g.
Hence third option 1; 31 is correct
2)
The scatter plot displays the best graphic display of the amount of nitrogen oxide (NO) explained by the amount of carbon monoxide (CO) emissions in million metric tons over a ten year period in United States.
The scatter plot is shown below,
anal QUESTION kaly softhe data from 25 mot en indicates that an infant's birth eight (g...
Analysis of the data from 25 mothers indicates that an infant's birth weight (g) y, can be estimated by a mother's weight (kg), x, using the ragression equation y 31x+1501. If a mother's waight is 70 kg the infant's birth weight can be sstimated as OA. 3671 OB. 46 ОС. 1718 O D. 48,701
Analysis of the data from 25 mothers indicates that an infant's birth weight (g), y. can be estimated by a mother's weight (kg), x, using the regression equation y-31x+1501. 13) Interpret the slope of the regression equation. 13)
what is te correct answer?
Analysis of the data from 25 mothers indicates that an infant's birth weight (g), y, can be estimated by a mother's weight (kg), x, using the regression equation y = 31x + 1501 . If a mother's weight is 70 kg, the infant's birth weight can be estimated as 9 O B. 48,701 ° C. 46 D. 3671