2 The function G(x) = -0.01x +x+66 models the wage gap, as a percent, x years...

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2 The function G(x) = -0.01x +x+66 models the wage gap, as a percent, x years after 1980 in Country A. The graph of function G is shown underneath the actual data. a. Find and interpret G(30). Identify this information as a point on the graph of the function. Median women's Earnings as a Percentage or Median Men's Earnings in Country A Wage Gap (percent) 95- 89% 90- 85- 81% 77% 80- 75- 70- 65% 65- 60- 55- 50- 1980 1990 2000 2010 "The Graph of a Function Modeling the Data G(30) = % of in the year earnings were 90- in countr 85- (Type whole numbers.) men's women's Wage Gap (percent) 80- 75- 70- G(x) = -0.01x+ +x+66 65- 60- 55- 50+ 0 5 10 15 20 25 30 ] 2 The function G(x) = -0.01x +x+66 models the wage gap, as a percent, x years after 1980 in Country A. The graph of function G is shown underneath the actual data. a. Find and interpret G(30). Identify this information as a point on the graph of the function. Median women's Earnings as a Percentage or Median Men's Earnings in Country A Wage Gap (percent) 95- 89% 90- 85- 81% 77% 80- 75- 70- 65% 65- 60- 55- 50- 1980 1990 2000 2010 "The Graph of a Function Modeling the Data G(30) = % of in the year earnings were 90- in countr 85- (Type whole numbers.) men's women's Wage Gap (percent) 80- 75- 70- G(x) = -0.01x+ +x+66 65- 60- 55- 50+ 0 5 10 15 20 25 30 ]