the table shows the estimated and actual weekly sales in dollars for five salespeople.\n|salesperson|estimate…

the table shows the estimated and actual weekly sales in dollars for five salespeople.\n|salesperson|estimated sales for the week|actual sales for the week|\n|--|--|--|\n|alan|$300|$340|\n|bianca|$485|$575|\n|christos|$515|$450|\n|declynn|$260|$230|\n|ellema|$315|$390|\nwhich salespeople have a percent error of less than 15% for their estimates?\na alan\nb bianca\nc christos\nd declynn\ne ellema
Answer
Explanation:
Step1: Recall percent - error formula
Percent error = $\left|\frac{\text{Estimated}-\text{Actual}}{\text{Actual}}\right|\times100%$
Step2: Calculate percent - error for Alan
Percent error for Alan = $\left|\frac{300 - 340}{340}\right|\times100%=\left|\frac{- 40}{340}\right|\times100%\approx11.76%$
Step3: Calculate percent - error for Bianca
Percent error for Bianca = $\left|\frac{485 - 575}{575}\right|\times100%=\left|\frac{-90}{575}\right|\times100%\approx15.65%$
Step4: Calculate percent - error for Christos
Percent error for Christos = $\left|\frac{515 - 450}{450}\right|\times100%=\left|\frac{65}{450}\right|\times100%\approx14.44%$
Step5: Calculate percent - error for Declynn
Percent error for Declynn = $\left|\frac{260 - 230}{230}\right|\times100%=\left|\frac{30}{230}\right|\times100%\approx13.04%$
Step6: Calculate percent - error for Ellema
Percent error for Ellema = $\left|\frac{315 - 390}{390}\right|\times100%=\left|\frac{-75}{390}\right|\times100%\approx19.23%$
Answer:
A. Alan C. Christos D. Declynn