solve the equation √3²-√2x+3√3=0
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1
Answer:
x=(√2+√17i)/2√3 and (√2-√17i)/2√3
Step-by-step explanation:
√3x²-√2x+3√3=0
here, a=√3 ; b= -√2 ; c=3√3
D=b²-4ac
D=(-√2)²-4×√3×3√3
D=2-36
D= -34
here it has no real root
But it has imagnary root
So, √D=√17i
x= (-b±√D)/2a
x=(√2+√17i)/2√3 and (√2-√17i)/2√3
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