Question:

Observe the following table showing the yearly commission earned (figures in Rupees) by five salesmen and answer the question below.
YearSalesman ASalesman BSalesman CSalesman DSalesman E
19902735026850262002785028640
19912850027900279003004029000
19922520027400282002980028750
19932980028000291003006030000
19942460028500294002980029750
19952700029000300003200029700

In the year 1993, the commission of B was approximately what per cent of the total commission earned by five salesmen that year?

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Add up all five salesmen's 1993 commissions for the total, then find B's share of that total as a percentage.
Updated On: Jul 15, 2026
  • 30
  • 20
  • 40
  • 80
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The Correct Option is B

Solution and Explanation

Step 1: Read the 1993 figures from the table.
In 1993, the commissions were: A = 29800, B = 28000, C = 29100, D = 30060, E = 30000.
Step 2: Add up all five commissions to get the year's total.
Total = 29800 + 28000 + 29100 + 30060 + 30000. Adding step by step: 29800 + 28000 = 57800; 57800 + 29100 = 86900; 86900 + 30060 = 116960; 116960 + 30000 = 146960. So the total commission earned by all five salesmen in 1993 was Rs. 146960.
Step 3: Express B's commission as a percentage of this total.
Percentage = (B's commission / Total) x 100 = (28000 / 146960) x 100.
Step 4: Carry out the calculation.
28000 / 146960 = 0.1905 approximately. Multiplying by 100 gives about 19.05 percent.
Step 5: Round to the nearest option.
19.05 percent is closest to 20 percent among the given choices. Option (1) 30, option (3) 40 and option (4) 80 are all far too high to match this figure, so option (2) 20 is correct.
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