We can factor x2−7x=x(x−7)=0x^2-7x=x(x-7)=0x2−7x=x(x−7)=0, one of the factors xxx and x−7x-7x−7 must be equal , hence x=0x=0x=0 or x−7=0x-7=0x−7=0, therefore, x=0x=0x=0 or x=7.x=7.x=7.
Answer: x1=0, x2=7.x_{1}=0,\ x_2=7.x1=0, x2=7.
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