find the roots of the following quadratic equation if they exist by th

1.	find the roots of the following quadratic equation if they exist by the method of quadratic formula that is first 2 x square - 7 x + 3 equal zero
Answer» Answer:x=+3 and +½ Step-by-step explanation: 2x²-7x+3=0 Using the quadratic formula, x=-b±√(b²-4ac)/2a a=2, b=-7, c=3 x=-(-7)±√((-7)²-4(2)(3))/2(2) x=7±√(49-24)/4 x=7±√25 /4 x=(7±5)/4 x=2/4 or 12/4 Therefore, x=½ or 3 I HOPE this was very useful. Please rate my solution

find the roots of the following quadratic equation if they exist by the method of quadratic formula that is first 2 x square - 7 x + 3 equal zero

Answer»

Answer:x=+3 and +½

Step-by-step explanation:

2x²-7x+3=0

Using the quadratic formula,

x=-b±√(b²-4ac)/2a

a=2, b=-7, c=3

x=-(-7)±√((-7)²-4(2)(3))/2(2)

x=7±√(49-24)/4

x=7±√25 /4

x=(7±5)/4

x=2/4 or 12/4

Therefore, x=½ or 3

I HOPE this was very useful. Please rate my solution

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find the roots of the following quadratic equation if they exist by the method of quadratic formula that is first 2 x square - 7 x + 3 equal zero​

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find the roots of the following quadratic equation if they exist by the method of quadratic formula that is first 2 x square - 7 x + 3 equal zero