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solve the equation using the zero property. -8n(10n-1)=0
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The zero product property is the idea that if two numbers multiply to zero, then one of those numbers has to be zero
Algebraically, if A*B = 0 then either A = 0 or B = 0
So how do we use that to break up -8n(10n-1)=0 ?
either -80n^2=0 or 8=0 ?
Think of -8n(10n-1) as -8n*(10n-1)
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basically -8n times (10n-1)
so the first factor is -8n the second factor is 10n-1
oh gotcha
So what two equations do you get?
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