Correct Answer - Option 2 : 125
Calculation:
Let the discarded values be x and y
Sum of all the 12 values = 12 × mean
S1 = 12 × 75 = 900
Sum of the 10 values after discarding = 10 × new mean
S2 = 10 × 65 = 650
Now 650 + x + y = 900
x + y = 900 - 650 = 250
Average of x and y =\(\rm x+y\over2\)
Average = \(\rm 250\over2\) = 125