Correct option is (1) 5
Let four prime number written in ascending order be a, b, c and d.
According to question,
Product of first three number = 385
\(a \times b \times c =385 \)
\(b \times c =\frac{385}{a}\)
Product of last three number = 1001
\(b \times c \times d =1001\)
\(\frac{385}{a} \times d =1001\)
\(\frac{d}{a} =\frac{1001}{385} \)
\(\frac{d}{a} =\frac{13}{5}\)
Thus. 5 is the first number.
