My 7th-grade daughter is working on basi

My 7th-grade daughter is working on basic algebraic expression simplification. On her algebra homework yesterday, she had the problem:
"Simplify: 5 - 2(x + 3)"

She wrote down her work step-by-step:
5 - 2(x + 3)
= 3(x + 3)
= 3x + 9

She got 3x + 9 instead of the correct -2x - 1. When I asked her why she subtracted 5 - 2 first, she said: "Because 5 minus 2 is right there at the start of the problem, so 5 - 2 = 3, and then you multiply the 3 by what's inside the parentheses!"
She completely ignored PEMDAS / order of operations, performing left-to-right subtraction before the multiplication/distribution of -2 across (x + 3).

Could you help us log this into our mistake notebook:

1. Strict 5-Line Mistake Card: Please format this into the exact standard 5-line card format:

- 题面 (Problem statement)
- 错法 (The incorrect step she took)
- 修法 (The correct mathematical remediation)
- tag (Classification tags)
- 错因 (Cognitive root cause analysis)

1. First-Principles Parent Explanation: How can I explain to her why the -2 is "glued" to (x + 3) by multiplication, and why doing 5 - 2 first breaks mathematical grammar?
2. Parallel Redo Problem: Provide one changed-number parallel problem for tonight's practice (e.g. 7 - 3(2x - 4)) without revealing the final answer to the student.