Question

6. The average of 40 numbers is 35. If two of the numbers 84 and 62 are not included, then the average of the remaining numbers is​

Answer 1

Hello,Buddy!!

Refer The Attachment ⤴️

• New Average ➪ $\red{\bold{33}}$

@MrMonarque♡

Hope It Helps You ✌️

Answer 2

Step-by-step explanation:

Given:The average of 40 numbers is 35. If two of the numbers 84 and 62 are not included.

To find:The average of the remaining numbers is?

Solution:

Tip:

Average=Sum of numbers/Total numbers

Step 1: Find sum of total numbers.

We can find sum of total numbers by putting given values in formula

$35 = \frac{sum \: of \: numbers}{40}$

$sum \: of \: numbers = 35 \times 40$

$sum \: of \: numbers = 1400$

Step 2: Find new sum of numbers after removing 84 and 62

New sum of numbers=1400-(84+62)

= 1400-146

New sum of numbers = 1254

Step 3: Find new total numbers.

As two numbers are removed, now total numbers are 40-2= 38

Step 4: Find new average

$new \: average = \frac{1254}{38}$

$new \: average = 33$

Final answer:

New average= 33

Hope it helps you.

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