What equation can I use to find the value of L2?

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    L2 Value
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To find the value of L2 given the conditions m2 < m1 and L2 < L1, the equation abs(m2 - m1) = abs(L2 - L1) can be utilized. Since m2 is less than m1, it follows that m2 - m1 is negative, indicating L2 must also be less than L1. The relationship between the differences suggests that L2 can be expressed as L2 = L1 - (m1 - m2). The discussion emphasizes reasoning through the relationships rather than relying on a specific formula. Understanding these inequalities is crucial for determining L2's value.
khazaymeh
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Hi there,
I have the following thread:

1) m2 < m1 and L2 < L1

2) abs(m2-m1)=abs(L2-L1)

the values of m2, m1 and L1 are known, what equation can I use to find the value of L2?

thank you
 
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khazaymeh said:
Hi there,
I have the following thread:

1) m2 < m1 and L2 < L1

2) abs(m2-m1)=abs(L2-L1)

the values of m2, m1 and L1 are known, what equation can I use to find the value of L2?

If m2 < m1, can you say anything about m2 - m1?

Similarly, if L2 < L1, what can you say about L2 - L1?

There's not some magic equation you use to find a solution - it's more about reasoning things out.
 
Mod note: This thread was moved from the General Math section.
 
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