question\nthe bar graph above shows the number of customers who shopped at a store monday through thursday…

question\nthe bar graph above shows the number of customers who shopped at a store monday through thursday of one week. if the number of customers on friday was a one - fifth increase over the number of customers on thursday, how many customers shopped at the store on friday?\n480\n500\n525\n600

question\nthe bar graph above shows the number of customers who shopped at a store monday through thursday of one week. if the number of customers on friday was a one - fifth increase over the number of customers on thursday, how many customers shopped at the store on friday?\n480\n500\n525\n600

Answer

Explanation:

Step1: Determine number of Thursday customers

From the bar - graph, the number of customers on Thursday is 500 (since the bar for Thursday reaches to 5 on the scale where each unit represents 100 customers).

Step2: Calculate the increase on Friday

The number of customers on Friday is a one - fifth increase over Thursday. The increase is $\frac{1}{5}\times500 = 100$.

Step3: Find number of Friday customers

The number of customers on Friday is the number of Thursday customers plus the increase, so $500 + 100=600$.

Answer:

600