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<br /> <br />The Effects of a $15 Minimum Wage by 2019 in Santa Clara County and San Jose 65 <br /> <br />Part B: Scale effects: increase in consumer prices and reduction in consumer demand <br />Part B of Table A1 estimates the percentage increase in consumer prices due to an increase in <br />operating costs for firms and the annual reduction in consumer demand from price increase. We <br />use the 2014 IMPLAN model to calculate the impact of this reduction in consumer spending on <br />employment. Our estimates are calculated as follows: <br />• The percentage increase in consumer prices ([10]) is assumed to be equal to the <br />percentage increase in operating costs ([11]), following the widely-used Dixit-Stiglitz model <br />of monopolistic competition (Dixit and Stiglitz 1977). <br />• The percentage increase in operating costs ([11]) is obtained by multiplying the net <br />percentage payroll increase ([13]) by the labor share of operating costs ([12]). <br />• The net percentage payroll increase ([13]) includes savings from reduced turnover and the <br />reduction in wage bill due to substitution effects and productivity gains. We estimate the <br />total wage bill increase to be $389 million in San Jose by 2019 (respectively $899 million <br />in Santa Clara County). We subtract the reduction in total wage bill due to substitution <br />effects and productivity gains ([1]). We also account for the increase in payroll costs that <br />corresponds to Medicare, Social Security, and Workers’ Compensation costs. This share <br />equals 10.36 percent in 2019 (see section A2.2 for the source). To compute the net <br />percentage increase in payroll costs, we apply a partial offset for turnover cost savings <br />(see section A2.2 for the source). <br />• The labor share of operating costs ([12]): we estimate the economy-wide labor share of <br />operating costs to be 22.1 percent in 2016 (see section A2.2 for the source). <br />• The reduction in consumer demand from price increase ([14]) is obtained by multiplying <br />the percentage reduction in demand from price increase ([15]) by the annual aggregate <br />consumer spending in San Jose (respectively Santa Clara County) ([16]). The estimated <br />reduction in consumer demand due to higher prices equals $107 million in San Jose <br />(respectively $214 million in Santa Clara County). The key components of this calculation <br />are: <br />o The percentage reduction in consumer demand from price increase ([14]). It <br />depends on two parameters: (i) the percentage increase in consumer prices as <br />calculated in line [10], and (ii) the price elasticity of demand (see section A2.2 for <br />the source). The bigger the price elasticity of demand is, the more sensitive the <br />consumers are to a price change and the greater the percentage reduction in <br />demand from price increase is. <br />o Annual aggregate consumer spending ([16]) is obtained by multiplying the <br />projected annual GDP for San Jose and Santa Clara County in 2019 by an overall <br />estimated share of consumer spending in GDP. We estimate San Jose GDP and <br />8.A. - Page 79