Answer:
(2√3)² − (p√3)²
Explanation:
12 − 3p²
= 4×3 − 3p²
= 2²×(√3)² − (√3)²×p²
= 2²×(√3)² − p²×(√3)²
= (2√3)² − (p√3)²
Conclusion :
12 − 3p² Written as a difference of two squares :
= 3(2 - p)(2 + p)
12 - 3p² =
First factor out a common factor, 3.
= 3(4 - p²)
Now factor the difference of 2 squares.
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