The base of an equilateral triangle …

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Sia ? 6 years, 4 months ago
Co-ordinates of point R = (4,0)

{tex}\therefore{/tex} QR = 8 units
Let the coordinates of point P be (0,y)
Since, PQ = QR
or, (-4 - 0)2 + (0 - y)2 = {tex}8^2{/tex}
or, 16 + y2 = 64
{tex}y^2=48{/tex}
or, y = {tex}\pm 4\sqrt 3{/tex}
Coordinates of P are (0,{tex}4\sqrt3{/tex}) or (0,{tex}-4\sqrt3{/tex})
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