solve the quadratic equation √3x2+4x-7√3=0 by factorisation method
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Answer:
x = √3 or x = -7/√3
Step-by-step explanation:
=> √3x^2+4x-7√3=0
=> √3x^2-3x+4x-7√3=0
=> √3x(x-√3)+7(x-√3)=0
=> (x-√3)(√3x+7) = 0
=> (x-√3) = 0 or (√3x+7) = 0
So, x = √3 or x = -7/√3
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