The number of jobs in the mining industry is changing at a rate ( in thousands of jobs per year ) approximated by f ( x ) equals StartFraction 5 3 Over x plus 1 EndFraction 5 3 x 1 , where xequals 0 corresponds to the year 2 0 0 0 There were 4 2 0 comma 0 0 0 4 2 0 , 0 0 0 mining industry jobs in 2 0 0 0 ( a ) Find the function giving the number of mining industry jobs in year x ( b ) Find the projected number of mining industry jobs in the year 2 0 2 0 Question content area bottom Part 1 ( a ) Set up the appropriate integral that can be used to find the number of mining industry jobs Integral left parenthesis nothing right parenthesisenter your response heredx

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The number of jobs in the mining industry is changing at a rate ( in thousands of jobs per year ) approximated by f ( x ) equals   StartFraction 5 3 Over x plus 1 EndFraction 5 3 x   1 , where xequals   0 corresponds to the year 2 0 0 0   There were 4 2 0 comma 0 0 0 4 2 0 , 0 0 0 mining industry jobs in 2 0 0 0   ( a ) Find the function giving the number of mining industry jobs in year x   ( b ) Find the projected number of mining industry jobs in the year 2 0 2 0   Question content area bottom Part 1 ( a ) Set up the appropriate integral that can be used to find the number of mining industry jobs  Integral left parenthesis nothing right parenthesisenter your response heredx

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The number of jobs in the mining industry is changing at a rate ( in thousands of jobs per year ) approximated by f (

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