if the zero of the polynomial p(x)= √3x-3 is
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HEYA!
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
Hence the zero of the polynomial is √3.
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Hence the zero of the polynomial is √3.
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jenilsmodipbr09e:
u are a real expert
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Hey!!

=> x = √3
Therefore the zeroes of the polynomial is √3
Hope it will helps you ✌
=> x = √3
Therefore the zeroes of the polynomial is √3
Hope it will helps you ✌
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