Decimal number

X y/10 is a fractional number that is greater than 6.895 but smaller than 7.8. If x and y are both single-digit natural numbers and x < y, then find the numbers.

Final Answer:

x =  6
y =  9

Step-by-step explanation:

$x=6$

$$\begin{gathered} y=9 \\ \text{ Verifying Solution: } \\ x<y \\ a=x+y/10=6+9/10=\frac{69}{10}=6\frac{9}{10}=6.9 \\ 6.895<6.9<7.8 \end{gathered}$$

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