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A salesperson is paid a base salary of $300 a week plus a 5% commission on the sales he generates. Which inequality best represents s, the amount of sales in dollars he must generate to earn more than $500 for the week? A. s greater-than 25 B. s greater-than 200 C. s greater-than 4,000 D. s greater-than 16,000
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the amount would be 315$
Keep in mind it is asking for a range of values that will let the salesperson earn more than 500 a week. it won't be one single number. the salesperson earns a base of 300 per week plus 5% commission on sales. if we let s = sales, then he earns 5% of s, or 0.05s as commission. adding this onto 300, we get 0.05s + 300 this amount must be greater than 500 so 0.05s + 300 > 500 solve the inequality for s
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