Central Tendency & DispersionMTP Nov 21Question 2900 of 473
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The average of 10 observations is 14.4. If the average of first four observations is 16.5. The average of remaining 6 observations is:

Options

A13.6
B13.0
C13.2
D12.5
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Correct Answer

✅ Option b — 13.0

All Options:

  • A13.6
  • B13.0
  • C13.2
  • D12.5

Detailed Solution & Explanation

**Step 1: Compute total sum.** Total sum=10×14.4=144\text{Total sum} = 10 \times 14.4 = 144 **Step 2: Compute sum of first 4 observations.** Sum of first 4=4×16.5=66\text{Sum of first 4} = 4 \times 16.5 = 66 **Step 3: Find sum of remaining 6.** Sum of remaining 6=144−66=78\text{Sum of remaining 6} = 144 - 66 = 78 **Step 4: Compute average of remaining 6.** xˉremaining=786=13\bar{x}_{remaining} = \frac{78}{6} = 13 **Note:** The computed average is **13** (Option B), not 13.6 (Option A). Hence, **Option B** is the correct answer.

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