To find out how much a local salesman needs to sell to achieve a monthly income of $2,500, we first calculate the required commission. He needs $2,500 - $950 = $1,550 from commissions. Since he earns a 9% commission on sales over $1,350, let ( x ) be the total sales. The commission is then ( 0.09(x - 1350) ). Setting up the equation ( 0.09(x - 1350) = 1550 ) and solving for ( x ) gives ( x \approx 18,900 ). Therefore, the salesman needs to generate approximately $18,900 in sales.
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