During which of the following years, product B has the lowest percentage of manufacturing with reference to combined manufacturing of that year?
- AOption (a)
2021
- BOption (b)
2022
- COption (c)
2023
- DOption (d)
2024
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Correct answer
2023
Why this answer is correct
Given:
2021: A = 29, B = 45, C = 26, D = 15, E = 32
2022: A = 32, B = 52, C = 58, D = 26, E = 35
2023: A = 28, B = 54, C = 92, D = 24, E = 39
2024: A = 26, B = 58, C = 86, D = 27, E = 34
2025: A = 23, B = 63, C = 82, D = 28, E = 34
Formula used:
Percentage of B = (B / Total production of year) × 100
Calculations:
2021:
Total = 29 + 45 + 26 + 15 + 32 = 147
⇒ B% = \(\dfrac{45}{147} × 100\) ≈ 30.6%
2022:
Total = 32 + 52 + 58 + 26 + 35 = 203
⇒ B% = \(\dfrac{52}{203} × 100\) ≈ 25.6%
2023:
Total = 28 + 54 + 92 + 24 + 39 = 237
⇒ B% = \(\dfrac{54}{237} × 100\) ≈ 22.8%
2024:
Total = 26 + 58 + 86 + 27 + 34 = 231
⇒ B% = \(\dfrac{58}{231} × 100\) ≈ 25.1%
2025:
Total = 23 + 63 + 82 + 28 + 34 = 230
⇒ B% = \(\dfrac{63}{230} × 100\) ≈ 27.4%
∴ Product B has the lowest percentage in 2023.
∴ The correct answer is option 3.