6p - pq 7pr factorizing = -1
To factorize the expression 6p - pq + 7pr, notice that there is a common factor of p in all the terms. Factoring out p, we get p(6 - q + 7r). Therefore, the fully factorized expression is p(6 - q + 7r).
6p divide by 3p = 2
algebra8p +4 = 10 +6p+8p - 6p = +10 - 42p = 6p = 3
-9p + 6p = -3p
2 + pq
|PQ|
6p divide by 3p = 2
3p + 6p = (3 + 6)p = 9p
algebra8p +4 = 10 +6p+8p - 6p = +10 - 42p = 6p = 3
Factor x2 plus 12xp plus 36p2 is (x+6p)(x+6p).
6p
-9p + 6p = -3p
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6p/4 equivalent to = 3p/2
30mp*2+m*2p-6p
Bismuth has three 6p electrons.
17 + 6p = 9 6p = -8 p = -8/6 p = -4/3
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