(C) A two-digit number is made of two consecutive digits such that the sum of their squares is 4
less than the number. Find the two-digit number.
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A two digit number is made of two consecutive digits such that the sum of the square is 4 less than the number.
TO FIND :- The two digit number
SOLUTION :-
Let one digit be x at tens place
Other will be x + 1 at once place
The number can be written as
10x + (x+1)
ACCORDING TO THE QUESTION ;
x^2 + (x+1)^2 + 4 = 10x + (x+1)
Now, we shall solve this quadratic Equation :-
But x cannot be 1/2 so x =4
Therefore the number is 45.
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