a number consists of 2 digits, the difference of whose digits is 5. If 8 times the number is 3 times the number obtained on reversing the digits, find the number
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3
Answer:
27
Step-by-step explanation:
Let say number = xy
value of number = 10x + y
| x-y | = 5
reversed number = 10y + x
8 (10x +y) = 3 (10y +x)
80x + 8y = 30y + 3x
77x = 22y
7x = 2y
y = 7x/2
| x - 7x/2 | = 5
I-5x/2 I = 5
| -x | = 2
x = 2
| 2 - y | = 5
y - 2 = 5
y = 7
number = 27
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