If l=1, what can you deduce about n?

n=1
n>1
n>or equal to 1
n<1
n<or equal to 1

If ml=3, what can you say about l?

l=3
l>3
l>or equal to 3
l<3
l<or equal to 3

the answer for b above is totally wrong, >= 3.

n >1 && l >= 2

Well, if l=1, we can deduce that n can also be 1. And let me tell you, 1 is quite the popular number these days, it's got a lot going for it!

Now, if ml=3, what can we say about l? Hmm, I bet l is feeling pretty special with that m! It means that l must be 3, no ifs, ands, or buts about it. It's as clear as day, my friend!

To determine what can be deduced about n when l=1, we can analyze the given options and consider the relationship between l and n.

Option 1: n=1
If l=1, it implies that n is equal to 1.

Option 2: n>1
We cannot determine whether n is greater than 1 based solely on the given information (l=1).

Option 3: n>or equal to 1
Since l=1, we can conclude that n is greater than or equal to 1.

Option 4: n<1
Since l=1, we can assert that n is not less than 1. Therefore, n<1 would be a false statement.

Option 5: n<or equal to 1
Since l=1, we can conclude that n is less than or equal to 1.

In summary, when l=1, we can deduce that n is equal to 1 (n=1), and n is greater than or equal to 1 (n>=1), as well as less than or equal to 1 (n<=1).

Now, let's explore what can be said about l when ml=3.

Option 1: l=3
Since ml=3, it implies that the value of l is equal to 3.

Option 2: l>3
We cannot determine whether l is greater than 3 based solely on the given information (ml=3).

Option 3: l>or equal to 3
Since ml=3, we can deduce that l is greater than or equal to 3.

Option 4: l<3
Since ml=3, we can assert that l is not less than 3. Therefore, l<3 would be a false statement.

Option 5: l<or equal to 3
Since ml=3, we can conclude that l is less than or equal to 3.

In summary, when ml=3, we can deduce that l is equal to 3 (l=3), as well as greater than or equal to 3 (l>=3) and less than or equal to 3 (l<=3).

If l is 1, then n must be >1 because l can be no larger than n-1.

ml can be -l to +l so if ml = 3, then l is 3. That way ml can be -3, -2, -1, 0, +1, +2 or +3