the number consists of 2 digits. the digit in the tens place is 3 times the digit in the units place if 54 is subtrated from the number the digits are reversed the number is
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- ACCORDING TO THE QUESTION :-
x = 3y ... eq. 01
- According to the second condition :
10x + y - 54 = 10y + x
=> 9x - 9y = 54
=> 9(x - y) = 9 × 6
=> x - y = 6 ... eq.02
- Now we can solve the Equation 01 and 02 by substitution Method :-
x - y = 6
=> 3y - y = 6 [ from eq.01 , x = 3y ]
=> 2y = 6
=> y = 3
- Now we can substitute the value of y in eq. 01 to get value of x
x = 3y
=> x = 3 × 3
=> x = 9
Hence the number is
Hence the number is 10x + y = 90 + 3 = 93
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