1.

The average of five numbers is -5. If sum of first three numbers is 15, then find the average of remaining two numbers:1. 82. -83. 204. -20

Answer» Correct Answer - Option 4 : -20

Given:

Average of the five numbers = -5

Sum of the first three numbers = 15

Formula Used:

Average of observations = Sum of all the numbers in the observations/Number of observations

Calculation:

Let the five numbers be a, b, c, d, and e.

So, we have:

a + b + c + d + e = 5 × -5 = -25      ----(i)

Also, a + b + c = 15      ----(ii)

On substituting the value of equation (i) into equation (ii), we get:

15 + d + e = -25

⇒ d + e = -40

⇒ Average of d and e = -40/2 = -20

∴ The average of the last two numbers is -20 



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