10. Each alphabet stands for one digit in the following
multiplication.
T H I S
x I S
---------
X F X X
X X U X
------------
X X N X X
------------
What is the maximum value T can take?
Answers were Sorted based on User's Feedback
Answer / harshit gupta
max value of t =4;
if t=5 then (5 H I S)* S = XFXX = 4 digit no.
in this case max value of S = 1 cz if we take s>1 (eg. S=2) then XFSS will be 5 digit no..but it is 4 digit no...if we take S=1 then 5 H I S * 1 = 5 H I S not equal to XFXX;
so 5 is not possible.....
if T=4 then S=1 is not possible..but we can take S=2;
(2 H I S) * 2= 4 digit no...
so, max value of T =4.
Is This Answer Correct ? | 1 Yes | 0 No |
Answer / sk
Simple Max value it can take is 9
because they havent given any constraints for I S. So assume I = 1 and S = 1 and no limit for H so H = 1
Now (T 1 1 1) * (1 1) - This can be the case where T will be Max
So Answer is '9' and this will also match the total result of 5 digit (means after adding the sum of each multiply of 9 1 1 1 with 1).
Finally,
9111 (THIS)
*11 (IS)
----
9111 (XFXX)
+9111 (XXUX)
-----
18222 (XXNXX)
PS: They dint mentioned that X should be same.
Is This Answer Correct ? | 2 Yes | 1 No |
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