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Find the intersection coordinates of both axis with the function: f(x)=x^2-3x+4/3

Find the y₁ coordinate, where x₁ = 0, this is the intersection with y-axis. f(0)=4/3, therefore one intersection P_y=[0,4/3]Find the x_1,2 coordinates, where y = 0, this are the intersections with x-axis.0=x^2-3x+4/3, solve quadratic equation -> x₁ =(3+(11/3)^1/2)/2 -> P_x1=[(3+(11/3)^1/2)/2,0] -> x₂ =(3-(11/3)^1/2)/2 -> P_x2=[(3-(11/3)^1/2)/2,0]

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Find the intersection coordinates of both axis with the function: f(x)=x^2-3x+4/3

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