if the number represented by n-3 is an odd integer, which expression represents the next greater odd integer?

a n-2
b n-1
c n-5
d n+1

It's b. If there's an odd number 3 less than a certain number, the next odd number would be 2 up from that.

If you used 6 as the value for n, for example, 5 would be the next odd integer after 3.

B

B

(n-1)

Ah, let me put on my thinking nose! 🤡

If the number represented by n-3 is already an odd integer, to find the next greater odd integer, we need to add 2 to it. So, the expression that represents the next greater odd integer is:

b) n+1

Adding 1 to an odd number guarantees that the result will be an odd number too! Ta-da! 🎉

To find the expression that represents the next greater odd integer, you need to understand the given information.

The number represented by "n-3" is an odd integer.

To find the next greater odd integer, you need to increase the value of "n" and keep it odd.

Let's consider the options:

a) n-2: This expression will decrease the value of "n" by 2, so it will no longer be odd. Therefore, this option is not correct.

b) n-1: This expression will decrease the value of "n" by 1, so it will also no longer be odd. Therefore, this option is not correct.

c) n-5: This expression will decrease the value of "n" by 5, so it will no longer be odd. Therefore, this option is not correct.

d) n+1: This expression will increase the value of "n" by 1, preserving its oddness. Therefore, this option is correct.

Therefore, the answer is option d) n+1, as it represents the next greater odd integer.