5 questions

Data Insights

A shop's unit sales were: Product X - Jan 100, Feb 150, Mar 200; Product Y - Jan 80, Feb 120, Mar 160. What were Product X's total unit sales across the three months?

  • a.350
  • b.400
  • c.420
  • d.450

Add Product X's three monthly figures: 100 + 150 + 200 = 450 units.

Data Insights

Using the same data (Product Y - Jan 80, Feb 120, Mar 160), what was the percent increase in Product Y's sales from January to March?

  • a.50%
  • b.80%
  • c.100%
  • d.160%

Percent increase = (new - old) / old x 100 = (160 - 80) / 80 x 100 = 80/80 x 100 = 100%. Sales doubled, which is a 100% increase.

Data Insights

Using the same data (X: 100, 150, 200; Y: 80, 120, 160 for Jan, Feb, Mar), in which month was the combined sales of X and Y the highest?

  • a.February
  • b.March
  • c.January
  • d.They are equal

Combined totals: Jan = 100 + 80 = 180; Feb = 150 + 120 = 270; Mar = 200 + 160 = 360. March is highest at 360 units.

Data Insights

Using the same data (Product Y - Jan 80, Feb 120, Mar 160), what was Product Y's average monthly sales over the three months?

  • a.120
  • b.130
  • c.160
  • d.100

Average = sum / count = (80 + 120 + 160) / 3 = 360 / 3 = 120 units per month.

Data Insights

Using the February figures (Product X = 150, Product Y = 120), what is the ratio of Product X sales to Product Y sales in February?

  • a.4:5
  • b.5:4
  • c.3:2
  • d.6:5

The ratio is 150:120. Divide both by their greatest common factor, 30: 150/30 = 5 and 120/30 = 4. The simplified ratio is 5:4.

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