MATHEMATICAL LOGIC: NET JRF PART - A : Questions and Solutions : NET JUNE-2015

Saturday, July 25, 2020

NET JRF PART - A : Questions and Solutions : NET JUNE-2015

NET JRF PART - A : Questions and Solutions:
NET JUNE-2015

1.) If 

Here a, b, c and d are digits. Then a + b =
(a) 4 (b) 9 (c) 11 (d) 16
Ans. : (c) 11 .
Solution: 
From the given multiplication, we see that the unit digit of the product a × 2 is 6 . 
Thus, a can be 3 or 8 . 
If a = 3, then 2a × b = 23 × b = 84 .
Thus, b = 3.652173913 .
 b is not a digit but it is a fraction. 
Therefore a cannot be 3 .
Hence, a = 8 . 
Then, 2a × b = 28 × b = 84 .
Therefore, b = 3 .
Thus a + b = 8 + 3 = 11 .

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