Question

Find the product of all of positive integers n that satisfy the following inequality: n < 12 < n+17 < 2n+1

Answer 1

Answer:

Step-by-step explanation:

Find the product of all of positive integers n that satisfy the following inequality: n < 12 < n+17 < 2n+1

n < 12 < n+17 < 2n+1

1st n < 12  => n from 1 to 11

2nd  12 < n+17   => -5 < n  valid for all positive integers

3rd  n+17 < 2n+1  => 16 < n

From 1st and 3rd  no common values of n exist

so no such integer exist