x = 158.4cos(23)t
y = 158.4sin(23)t – (16.1)(t^2)
{y = -Sqrt[24964 - x^2] - 16/529 ArcCos[x/158]^2},-------------------
{y = Sqrt[24964 - x^2] - 16/529 ArcCos[x/158]^2}
x = 158.4cos(23)t ................(1)
y = 158.4sin(23)t – (16.1)(t^2)..............(2)
From (1)
t = x/158.4cos(23)
Substitute in (2)
y = 158.4sin(23) * x/158.4cos(23) - (16.1) ( x/158.4cos(23))^2
= x tan(23) - 16.1/[ 1/158.4cos(23)]^2 x^2
where a = - 16.1/[158.4cos(23)]^2, b = tan(23) c = 0
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{y = -Sqrt[24964 - x^2] - 16/529 ArcCos[x/158]^2},-------------------
{y = Sqrt[24964 - x^2] - 16/529 ArcCos[x/158]^2}
x = 158.4cos(23)t ................(1)
y = 158.4sin(23)t – (16.1)(t^2)..............(2)
From (1)
t = x/158.4cos(23)
Substitute in (2)
y = 158.4sin(23) * x/158.4cos(23) - (16.1) ( x/158.4cos(23))^2
= x tan(23) - 16.1/[ 1/158.4cos(23)]^2 x^2
where a = - 16.1/[158.4cos(23)]^2, b = tan(23) c = 0