Clearly, 12 – 7 = 5, hence B is 2.
In the next step,
A – B – 1 = 4
Clearly, A is 7 as 7 – 2 – 1 = 4
So the puzzle can be solved as shown below.
Hence, the values of A and B are7and 2 respectively.
Question 60
Answer:
A = 7, B = 2, C = 3, D = 1
Solution:
There are four letters A, B, C and D whose values we have to find.
The subtraction of 5 from C is a number whose ones digits is 8.
This is possible only when digit C is 3.
In that case, the subtraction of 5 from C will give 8 and thus, 1 will be the borrow
from the next step.
Clearly, 13 – 5 = 8. C = 3.
In the next step,
A number with unit’s digit 8.
i.e. B – 4 = a number with unit’s digit 8.
The subtraction of 4from B is giving a number whose ones digits is 8.
This is possible only when digit B is 2.
In that case, the subtraction of 4from B will give 8 and thus, 1 will be the borrow
for the current step to the next step.
Clearly, 12 – 4 = 8, hence
.
In the next step,
A – B – 1 = a number with unit’s digit4.
A – 2 –1 = a number with unit’s digit4.
The subtraction of 3 from A is giving a number whose ones digits is 4.
This is possible only when digit A is 7.
In that case, the subtraction of 2 from A will give 4 and thus,
A – 2 –1 = a number with unit’s digit4.
Clearly, A is 7 as 7 – 2 – 1 = 4
In the next step,
8 – 7 = 1