The regression output is provided below with corresponding standard errors in parentheses kids = -7.731 +0.19y74 -0.09y76-0.06y78 -0.08y80 - 0.42y82 -0.65y84 -0.135educ + 0.277age - 0.0055age?...

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Extracted text: The regression output is provided below with corresponding standard errors in parentheses kids = -7.731 +0.19y74 -0.09y76-0.06y78 -0.08y80 - 0.42y82 -0.65y84 -0.135educ + 0.277age - 0.0055age? +0.88black (0.175) (3.101) (0.171) (0.171) (0.182) (0.188) (0.173) (0.20) (0.111) (0.001) (0.177) R = 0.114 Given the below critical values fill in the blanks Round to two decimals if necessary Significance level Critical value 1% 2.58 1.96 10% 1.64 The coefficient of y74 is This implies, holding education, age and race constant, 100 women in 1974 are predicted to have children compared to 100 women in 1972. (Hint: For the second blank of this sentence make a choice between "more" and "fewer") tvalue of y74 is equal to So, the difference between number of children born to a woman in 1974 compared to a woman having the same characteristics in the base year statistically significant at 10% significance level.