Question

The ratio of the sum and the product of the roots of ×square-6× +4=0 is:​

Answer 1

Step-by-step explanation:

:[math]GivenQuadraticequation:[/math]

2−6+4=0[math]x2−6x+4=0[/math]

)ℎ=−2=−(−6)1=6[math]i)Sumoftheroots=−Coefficientofxcoefficientofx2=−(−6)1=6[/math]

)ℎ=2=41=4[math]ii)Productoftheroots=ConstanttermCoefficientofx2=41=4[/math]

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Answer 2

The ratio of the sum and the product of the roots of ×square-6× +4=0 is 3 : 2

:

Given Quadratic equation:

x² − 6 + 4 = 0

Sum of the roots =−=−(−6)1

• Coefficient of x / coefficient of x²
• = −(−6)/1 = 6

Product of the roots

• = Constant term / Coefficient of x²
• = 4/1 = 4

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