Answer:
0.487 kg
b.) the newborn weighs 0.487kg more than the weight predicted by the regression equation
Step-by-step explanation:
Given the Regression equation:
Weight = - 5.58 + 0.1686 length
Length of newborn = 48 cm
Actual Weight of newborn = 3kg
Predicted weight from regression model:
Weight = - 5.58 + 0.1686(48)
Predicted Weight = 2.513kg
Hence, residual = (Actual - predicted)
Residual = (3kg - 2.513kg) = 0.487kg
Since the actual weight is more or greater than the predicted weight:
b.) the newborn weighs 0.487kg more than the weight predicted by the regression equation
Each baker received 1.25 kilograms
Answer:
2341
Step-by-step explanation:
Use the order of operations
<span>(42 + 18 − 54) × √100 ÷ (9√2 − 11 × 6) × (36 − 34 × 1√4)
6 </span>× 10 ÷ (9√2 − 66) × (36 − 34√4)
60 ÷ (9√2 − 66) × (36 − 68)
60 ÷ (9√2 − 66) × (-32)
-1920÷(9√2 − 66)