Question

Which must be true? AN ELB NC =BZ ZBMZ - ZCMZ ZZBM = LZCM

A. NC = BZ

B. ZBMZ - ZCMZ

C. ZZBM = LZCM

D. AN ELB

Answer 1

The given expression does not provide enough information to determine which statement must be true.

Step-by-step explanation:

The given expression is AN ELB NC = BZ ZBMZ - ZCMZ ZZBM = LZCM. We need to determine which statement must be true.

Let's consider each option:

1. A. NC = BZ: This statement does not necessarily have to be true. Without any information about the variables, we cannot make any conclusions about their equality.
2. B. ZBMZ - ZCMZ: This statement does not necessarily have to be true either. Similar to the previous option, we lack information to make any inferences.
3. C. ZZBM = LZCM: This statement is not directly related to the given expression and cannot be determined as true or false.
4. D. AN ELB: This option is a malformed statement and does not provide any meaningful information.

Based on the given expression, we cannot determine which statement must be true. More information or relationship between the variables is needed to make any conclusive judgments.