6. (6 points) In a division equation, the dividend, divisor, quotient, and remainder are all natural numbers, and the quotient is equal to the remainder. If the dividend is 47, then the divisor is_
the remainder is
46
1
【Solution】Solution: Let the divisor be $b$, and both the quotient and the remainder be $c$. This equation can be expressed as:
$47 \div b=c \cdots c$, which means
$$
\begin{array}{l}
b \times c+c=47, \\
c \times(b+1)=47,
\end{array}
$$

Therefore, $c$ must be a factor of 47. The factors of 47 are only 1 and 47; $c$ being 47 definitely does not meet the conditions, so $c=1$, which means the divisor is 46, and the remainder is 1. Therefore, the answer is: 46,1.