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How do you solve n square equals 6n by using the zero product property?
Wiki User
∙ 12y ago
n2 = 6n
Rearranging so that all the n's are on the same side gives:
n2 - 6n = 0
Factorizing gives:
n(n - 6) = 0
The zero product property states that for two numbers to multiply together to gives zero, at least one must be 0.
Therefore either n=0 or n - 6 = 0
The two solutions are either n=0, or n=6
Wiki User
∙ 12y ago
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